Class 10th Science Tamilnadu Board Solution
Part-a- Select important characteristic features of mammals
- Carnivorous animals use these teeth to tear flesh.
- The Henle’s loop of nephron is mainly responsible for reabsorption of water in the kidney.…
- Which blood cells of mammals are concerned with immunity?
- You were given two unlabelled slides with blood smears of an amphibian and a mammal.You…
- For the digestion of cellulose, an enzyme called cellulase is required. Some mammals lodge…
- Forelimbs of mammals have a common basic structure or pattern, but are different in their…
- Sensitive whiskers are found in _________.
- The tusks of elephants are modified ________.
- Pick out an animal which has a four-chambered stomach.
- Normal body temperature of man is __________.
- Mitral valve is found between _________.
- Assertion (A): Mammalian heart is called myogenic heart.Reason (R): Heartbeat is regulated…
- One of the following groups contains a non-mammalian animal. Pick up the group.…
- The epidermis of mammals contains __________.
- Based on relationship, fill in:Whale: Flippers:: Bat : _______
- Fill in the blank.RBC: Carrier of oxygen;WBC: –––––––––––––
- Based on modifications, make the pairs:incisor: tusks of elephant; _____________: quills…
Part-b- Mention the two unique characteristics of mammals.
- Give two examples each:(i) ruminating mammals(ii) marine mammals.…
- What type of dentition is seen in mammals? What are elephant tusks?…
- Mention any four adaptations seen in the camel so that it can live successfully in…
- What is echo location? Give an example.
- Mention the various valves and their location in the human heart.…
- Write any four differences between arteries and veins in mammals.…
- Name the three important blood proteins seen in plasma. Add a note on their functions.…
- Which blood cells are without nuclei? What is the advantage of this condition?…
- Name the protein and the blood-cells responsible for the clotting of blood.…
- i) What are the structural and functional units of kidney?ii) Arrange the organs of the…
- Observe the following flow-chart depicting blood-circulation in mammals.Pick out the…
- Study the following passage:Most of the vertebrates have jaws with teeth. The mode of…
- Fill in the empty boxes with suitable answers with respect to the valves of a mammalian…
- Any change in the lifestyle, the food habits and the body form of an organism in order to…
- The Master chemists of our body are the kidneys. Justify.i) Kidneys filter all chemicals…
Part-c- Observe the chart depicting the structure of a nephron.i) Mention the structures A to Fii)…
- With a suitable diagram, describe the structure and functions of the human heart.…
- Draw the L.S of kidney and label the parts.
- What is adaptation? Mention the adaptations found in the following mammals.a) Whale b)…
- Select important characteristic features of mammals
- Carnivorous animals use these teeth to tear flesh.
- The Henle’s loop of nephron is mainly responsible for reabsorption of water in the kidney.…
- Which blood cells of mammals are concerned with immunity?
- You were given two unlabelled slides with blood smears of an amphibian and a mammal.You…
- For the digestion of cellulose, an enzyme called cellulase is required. Some mammals lodge…
- Forelimbs of mammals have a common basic structure or pattern, but are different in their…
- Sensitive whiskers are found in _________.
- The tusks of elephants are modified ________.
- Pick out an animal which has a four-chambered stomach.
- Normal body temperature of man is __________.
- Mitral valve is found between _________.
- Assertion (A): Mammalian heart is called myogenic heart.Reason (R): Heartbeat is regulated…
- One of the following groups contains a non-mammalian animal. Pick up the group.…
- The epidermis of mammals contains __________.
- Based on relationship, fill in:Whale: Flippers:: Bat : _______
- Fill in the blank.RBC: Carrier of oxygen;WBC: –––––––––––––
- Based on modifications, make the pairs:incisor: tusks of elephant; _____________: quills…
- Mention the two unique characteristics of mammals.
- Give two examples each:(i) ruminating mammals(ii) marine mammals.…
- What type of dentition is seen in mammals? What are elephant tusks?…
- Mention any four adaptations seen in the camel so that it can live successfully in…
- What is echo location? Give an example.
- Mention the various valves and their location in the human heart.…
- Write any four differences between arteries and veins in mammals.…
- Name the three important blood proteins seen in plasma. Add a note on their functions.…
- Which blood cells are without nuclei? What is the advantage of this condition?…
- Name the protein and the blood-cells responsible for the clotting of blood.…
- i) What are the structural and functional units of kidney?ii) Arrange the organs of the…
- Observe the following flow-chart depicting blood-circulation in mammals.Pick out the…
- Study the following passage:Most of the vertebrates have jaws with teeth. The mode of…
- Fill in the empty boxes with suitable answers with respect to the valves of a mammalian…
- Any change in the lifestyle, the food habits and the body form of an organism in order to…
- The Master chemists of our body are the kidneys. Justify.i) Kidneys filter all chemicals…
- Observe the chart depicting the structure of a nephron.i) Mention the structures A to Fii)…
- With a suitable diagram, describe the structure and functions of the human heart.…
- Draw the L.S of kidney and label the parts.
- What is adaptation? Mention the adaptations found in the following mammals.a) Whale b)…
Part-a
Question 1.Select important characteristic features of mammals
A. four-chambered heart
B. fore-limbs and hind limbs
C. milk-producing glands
D. post anal tail
Answer:All mammals have mammary glands that are structures which make milk. These mammary glands are actually glandular tissues that produce and secrete milk thus helping to nourish the young ones.
Question 2.Carnivorous animals use these teeth to tear flesh.
A. incisors
B. canines
C. premolars
D. molars
Answer:Carnivores mouth is designed for quick ripping any prey it catches rather than grinding. Carnivores have sharp and pointed teeth called canines which helps them to tear flesh of the prey they catch. They have strong molars for chewing the flesh and bones.
Question 3.The Henle’s loop of nephron is mainly responsible for reabsorption of water in the kidney. Which of the following has a long loop of Henle in its nephrons to conserve water?
A. polar bear
B. camel
C. frog
D. whale
Answer:Animals that are adapted to dry habitats will have long loop of Henle. In animals, the length of loop of Henle is directly related with the need of water conservation in them. The longer the loop of Henle, the more water will be conserved.
Question 4.Which blood cells of mammals are concerned with immunity?
A. Young Erythrocytes
B. Leucocytes
C. Thrombocytes
D. Matured Erythrocytes
Answer:Leucocytes originate in the bone marrow and circulate throughout the lymphoid tissues of the body. They help to provide immunity and defend the body against diseases and infections from microbes.
Question 5.You were given two unlabelled slides with blood smears of an amphibian and a mammal.
You would differentiate the blood samples by observing the _______.
A. colour
B. nature of RBC’s
C. nature of WBC’s
D. contents of plasma
Answer:The blood sample of an amphibian and a mammal can be differentiated by observing the nature of RBC’s. Human red blood cells lack nuclei while amphibians have nuclei in their blood cells.
Question 6.For the digestion of cellulose, an enzyme called cellulase is required. Some mammals lodge cellulase producing bacteria in their digestive system by offering them food and shelter. These mammals are mostly ____________.
A. Herbivores
B. Carnivores
C. Omnivores
D. Sanguivores
Answer:Mammals like herbivores cannot produce cellulose digesting enzymes. So, they lodge cellulase producing bacteria in their alimentary tract which aids plant digestion and offer them food and shelter in return.
Question 7.Forelimbs of mammals have a common basic structure or pattern, but are different in their usage/ function in different animals. They can be called _______.
A. Homologous organs
B. Analogous organs.
C. Vestigial organs
D. Rudimentary organs
Answer:organs that are similar in structure and have a common origin but are different in their function in different animals are called homologous organs. For example- limb of dog, dolphin, horse, human, wing of bat, all have a common pattern but are adapted to perform different functions.
Question 8.Sensitive whiskers are found in _________.
A. Bat
B. Elephant
C. Deer
D. Cat
Answer:Sensitive whiskers are found in cat. They help by providing the cat with sensory feedback about its environment. These are touch receptors rooted more deep than normal hair and are rich in nerve endings.
Question 9.The tusks of elephants are modified ________.
Answer:Canines
Elephants have long modified tusks called canines which are used for defence. Rest of the teeth are used for eating grass and are also very large due to the size of the animal.
Question 10.Pick out an animal which has a four-chambered stomach.
A. Elephant
B. Dolphin
C. Deer
D. Kangaroo
Answer:Mammals like deer, cows that are called ruminants have a 4 chambered stomach which helps to break down the grasses they consume. These chambers are- rumen, reticulum, omasum and abomasum. The first chamber is rumen that stores the food which is later regurgitated, chewed and swallowed.
Question 11.Normal body temperature of man is __________.
A. 98.4 – 98.6o F
B. 96.6 – 96.8o F
C. 94.4 – 98.6o F
D. 98.4 – 99.6o F
Answer:the normal body temperature of man is 98.6o F. It ranges between 98.4 – 98.6o F and is lowest in early morning hours while highest in late afternoon and evening hours.
Question 12.Mitral valve is found between _________.
A. Right auricle and right ventricle
B. Left auricle and left ventricle
C. Right ventricle and pulmonary artery
D. Left ventricle and aorta
Answer:Mitral valve is found between left auricle and left ventricle. It lets blood flow from left atrium to left ventricle and prevents backflow of blood into the left atrium from the ventricle.
Question 13.Assertion (A): Mammalian heart is called myogenic heart.
Reason (R): Heartbeat is regulated by a specialized muscle bundle (pacemaker) in mammals.
A. Both ‘A’ and ‘R’ are true and ‘R’ explains ‘A’.
B. Both ‘A’ and ‘R’ are true but ‘R’ doesn’t explain ‘A’.
C. ‘A’ is true but ‘R’ is false.
D. A is false but ‘R’ is true.
Answer:Mammalian heart is called myogenic heart because in them the setting of rhythm is done by specialized muscle bundles called pacemaker. they are highly specialized for conducting and generating the impulses. The heart muscles contract and relax without receiving impulses from nervous system, thus mammalian heart is called myogenic heart.
Question 14.One of the following groups contains a non-mammalian animal. Pick up the group.
A. dolphin, walrus, porcupine, rabbit, bat
B. elephant, pig, horse, donkey, monkey
C. antelope, deer, cow, buffalo, black buck
D. dog, cat, crocodile, lion, tiger
Answer:Crocodile is a non-mammalian animal. It is a large aquatic reptile. Mammals are characterized by presence of hair, are warm blooded and ability to nourish their young ones with milk. Dog, cat, lion and tiger are all mammals while crocodile is not.
Question 15.The epidermis of mammals contains __________.
A. hair, bristles, quills
B. hair, nails, claws
C. hair, bristles, horns
D. hair, nails, scales
Answer:The epidermis of mammals has hairs arising from hair follicles. These hairs are specialized into bristles, whiskers and quills. Nails and claws are derivatives of epidermis.
Question 16.Based on relationship, fill in:
Whale: Flippers:: Bat : _______
Answer:Whale: Flippers:: Bat : Wing (Patagium)
Whale has flippers, bat has wings (patagium). These are homologous structures. Organs that are similar in structure and have a common origin but are different in their function in different animals are called homologous organs.
Question 17.Fill in the blank.
RBC: Carrier of oxygen;
WBC: –––––––––––––
Answer:WBC: Immunity.
Red Blood cells carry oxygen (bound to haemoglobin) from lungs to body and brings back carbon dioxide from body to lungs. White Blood Cells help to provide immunity and defend the body against diseases and infections from microbes.
Question 18.Based on modifications, make the pairs:
incisor: tusks of elephant; _____________: quills of porcupine
Answer:Epidermal hair: quills of porcupine
Elephants have long modified tusks called canines which are used for defence. Quills are modified hair embedded in the epidermis of porcupine. These quills are used as defence by porcupine, they shake their tails thus the sound of quills makes distracting noise and runs from predator.
Select important characteristic features of mammals
A. four-chambered heart
B. fore-limbs and hind limbs
C. milk-producing glands
D. post anal tail
Answer:
All mammals have mammary glands that are structures which make milk. These mammary glands are actually glandular tissues that produce and secrete milk thus helping to nourish the young ones.
Question 2.
Carnivorous animals use these teeth to tear flesh.
A. incisors
B. canines
C. premolars
D. molars
Answer:
Carnivores mouth is designed for quick ripping any prey it catches rather than grinding. Carnivores have sharp and pointed teeth called canines which helps them to tear flesh of the prey they catch. They have strong molars for chewing the flesh and bones.
Question 3.
The Henle’s loop of nephron is mainly responsible for reabsorption of water in the kidney. Which of the following has a long loop of Henle in its nephrons to conserve water?
A. polar bear
B. camel
C. frog
D. whale
Answer:
Animals that are adapted to dry habitats will have long loop of Henle. In animals, the length of loop of Henle is directly related with the need of water conservation in them. The longer the loop of Henle, the more water will be conserved.
Question 4.
Which blood cells of mammals are concerned with immunity?
A. Young Erythrocytes
B. Leucocytes
C. Thrombocytes
D. Matured Erythrocytes
Answer:
Leucocytes originate in the bone marrow and circulate throughout the lymphoid tissues of the body. They help to provide immunity and defend the body against diseases and infections from microbes.
Question 5.
You were given two unlabelled slides with blood smears of an amphibian and a mammal.
You would differentiate the blood samples by observing the _______.
A. colour
B. nature of RBC’s
C. nature of WBC’s
D. contents of plasma
Answer:
The blood sample of an amphibian and a mammal can be differentiated by observing the nature of RBC’s. Human red blood cells lack nuclei while amphibians have nuclei in their blood cells.
Question 6.
For the digestion of cellulose, an enzyme called cellulase is required. Some mammals lodge cellulase producing bacteria in their digestive system by offering them food and shelter. These mammals are mostly ____________.
A. Herbivores
B. Carnivores
C. Omnivores
D. Sanguivores
Answer:
Mammals like herbivores cannot produce cellulose digesting enzymes. So, they lodge cellulase producing bacteria in their alimentary tract which aids plant digestion and offer them food and shelter in return.
Question 7.
Forelimbs of mammals have a common basic structure or pattern, but are different in their usage/ function in different animals. They can be called _______.
A. Homologous organs
B. Analogous organs.
C. Vestigial organs
D. Rudimentary organs
Answer:
organs that are similar in structure and have a common origin but are different in their function in different animals are called homologous organs. For example- limb of dog, dolphin, horse, human, wing of bat, all have a common pattern but are adapted to perform different functions.
Question 8.
Sensitive whiskers are found in _________.
A. Bat
B. Elephant
C. Deer
D. Cat
Answer:
Sensitive whiskers are found in cat. They help by providing the cat with sensory feedback about its environment. These are touch receptors rooted more deep than normal hair and are rich in nerve endings.
Question 9.
The tusks of elephants are modified ________.
Answer:
Canines
Elephants have long modified tusks called canines which are used for defence. Rest of the teeth are used for eating grass and are also very large due to the size of the animal.
Question 10.
Pick out an animal which has a four-chambered stomach.
A. Elephant
B. Dolphin
C. Deer
D. Kangaroo
Answer:
Mammals like deer, cows that are called ruminants have a 4 chambered stomach which helps to break down the grasses they consume. These chambers are- rumen, reticulum, omasum and abomasum. The first chamber is rumen that stores the food which is later regurgitated, chewed and swallowed.
Question 11.
Normal body temperature of man is __________.
A. 98.4 – 98.6o F
B. 96.6 – 96.8o F
C. 94.4 – 98.6o F
D. 98.4 – 99.6o F
Answer:
the normal body temperature of man is 98.6o F. It ranges between 98.4 – 98.6o F and is lowest in early morning hours while highest in late afternoon and evening hours.
Question 12.
Mitral valve is found between _________.
A. Right auricle and right ventricle
B. Left auricle and left ventricle
C. Right ventricle and pulmonary artery
D. Left ventricle and aorta
Answer:
Mitral valve is found between left auricle and left ventricle. It lets blood flow from left atrium to left ventricle and prevents backflow of blood into the left atrium from the ventricle.
Question 13.
Assertion (A): Mammalian heart is called myogenic heart.
Reason (R): Heartbeat is regulated by a specialized muscle bundle (pacemaker) in mammals.
A. Both ‘A’ and ‘R’ are true and ‘R’ explains ‘A’.
B. Both ‘A’ and ‘R’ are true but ‘R’ doesn’t explain ‘A’.
C. ‘A’ is true but ‘R’ is false.
D. A is false but ‘R’ is true.
Answer:
Mammalian heart is called myogenic heart because in them the setting of rhythm is done by specialized muscle bundles called pacemaker. they are highly specialized for conducting and generating the impulses. The heart muscles contract and relax without receiving impulses from nervous system, thus mammalian heart is called myogenic heart.
Question 14.
One of the following groups contains a non-mammalian animal. Pick up the group.
A. dolphin, walrus, porcupine, rabbit, bat
B. elephant, pig, horse, donkey, monkey
C. antelope, deer, cow, buffalo, black buck
D. dog, cat, crocodile, lion, tiger
Answer:
Crocodile is a non-mammalian animal. It is a large aquatic reptile. Mammals are characterized by presence of hair, are warm blooded and ability to nourish their young ones with milk. Dog, cat, lion and tiger are all mammals while crocodile is not.
Question 15.
The epidermis of mammals contains __________.
A. hair, bristles, quills
B. hair, nails, claws
C. hair, bristles, horns
D. hair, nails, scales
Answer:
The epidermis of mammals has hairs arising from hair follicles. These hairs are specialized into bristles, whiskers and quills. Nails and claws are derivatives of epidermis.
Question 16.
Based on relationship, fill in:
Whale: Flippers:: Bat : _______
Answer:
Whale: Flippers:: Bat : Wing (Patagium)
Whale has flippers, bat has wings (patagium). These are homologous structures. Organs that are similar in structure and have a common origin but are different in their function in different animals are called homologous organs.
Question 17.
Fill in the blank.
RBC: Carrier of oxygen;
WBC: –––––––––––––
Answer:
WBC: Immunity.
Red Blood cells carry oxygen (bound to haemoglobin) from lungs to body and brings back carbon dioxide from body to lungs. White Blood Cells help to provide immunity and defend the body against diseases and infections from microbes.
Question 18.
Based on modifications, make the pairs:
incisor: tusks of elephant; _____________: quills of porcupine
Answer:
Epidermal hair: quills of porcupine
Elephants have long modified tusks called canines which are used for defence. Quills are modified hair embedded in the epidermis of porcupine. These quills are used as defence by porcupine, they shake their tails thus the sound of quills makes distracting noise and runs from predator.
Part-b
Question 1.Mention the two unique characteristics of mammals.
Answer:Mammals are the most evolved animals of animal kingdom. Their two unique characteristics are- presence of epidermal hair, and ability to nourish their young ones with milk. They are the only animals that have body covered with hair and fur and have mammary glands as the structures that make milk.
Question 2.Give two examples each:
(i) ruminating mammals
(ii) marine mammals.
Answer:i) Ruminating animal- Cow and Deer. Mammals like deer, cows and goats are called ruminants. They have a 4 chambered stomach which helps to break down the grasses they consume.
ii) Marine animal- Dolphin and Shark. Marine animals are characterised by presence of hair or fur (insulation), are arm blooded, nurse young ones with mammary glands, etc.
Question 3.What type of dentition is seen in mammals? What are elephant tusks?
Answer:Mammals have heterodont dentition. The teeth are in the sockets of the jab and have different functions. They have 2 sets of teeth throughout their life span (milk teeth and permanent teeth) and 4 kinds of teeth- incisors, canines, molars and premolars.
Elephants have long modified tusks called canines which are used for defence. Rest of the teeth are used for eating grass and are also very large due to the size of the animal.
Question 4.Mention any four adaptations seen in the camel so that it can live successfully in deserts.
Answer:Camels have several adaptations that help them to survive the extreme harsh conditions of desert.
1- They have feet with large surface area that enables them to walk on sand.
2- They store large amount of water in the fat in their humps.
3- They have bushy eyebrows and long eyelashes to protect themselves from sand storms.
4- They have long loops of Henle and thus concentrated urine, thereby retaining s much water as possible.
Question 5.What is echo location? Give an example.
Answer:Echo location is a biological sonar like system phenomenon that is used by bats, dolphins etc to locate and detect objects by emitting high pitch sounds that reflect back the object and return to animal’s sensory receptors. For example- Echolocation is used by dolphins to help them find and capture food.
Question 6.Mention the various valves and their location in the human heart.
Answer:there are 4 valves found in the human heart.
1. Bicuspid valves are atrioventricular valves found between left atrium and left ventricle.
2. Tricuspid valves are formed by three cusps and is found between the right atrium and right ventricle.
3. Pulmonary Semi lunar valve is found at the base of the pulmonary artery. Blood is forced through this valve to enter pulmonary trunk when the right ventricle contracts.
4. Aortic Semi lunar valve is found at the base of the aorta. Blood is forced through this valve to enter the aorta when the left ventricle contract.
Question 7.Write any four differences between arteries and veins in mammals.
Answer:![](data:image/png;base64,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)
Question 8.Name the three important blood proteins seen in plasma. Add a note on their functions.
Answer:the three important blood proteins seen in plasma and their functions are as follow-
• Fibrinogens- they are produced by liver and function in blood clotting and constitute 4%.
• Albumin- they are also produced by liver and function to transport proteins for steroid hormones and fatty acids. Albumin constitute 60%.
• Globulins- they are produced by liver and plasma cells. Alpha and beta globulin function to transport lipids and fat-soluble vitamins whereas gamma globulin function as immunoglobulins to provide immunity. Globulin constitute 35%
Question 9.Which blood cells are without nuclei? What is the advantage of this condition?
Answer:Mature Red blood cells lack nuclei, they have nuclei only in early development. Lack of nuclei makes more room for haemoglobin and thus enable them to carry more oxygen.
Question 10.Name the protein and the blood-cells responsible for the clotting of blood.
Answer:The protein responsible for clotting of blood is Fibrinogen. It accounts for 4% of all plasma proteins. The blood cells responsible for clotting of blood are blood platelets. When a blood vessel is damaged, the vessel wall’s cell releases a sticky substance. Platelets stick and accumulate at the area of injury and hence form a clot.
Question 11.i) What are the structural and functional units of kidney?
ii) Arrange the organs of the human excretory system in the correct order, based on the passage of urine.
Ureter, Urethra, Kidney, Urinary bladder
Answer:i) The structural and functional unit of kidney is nephron. The nephrons are responsible for forming the urine. A nephron is composed of Glomerulus and renal tubules.
ii) Kidney, Ureters, Urinary bladder, Urethra. Urine produced by nephrons in the kidney travel down through the ureters to the urinary bladder. The urinary bladder can expand for storage or collapse when empty. The urine is expelled outside the body through the urethra.
Question 12.Observe the following flow-chart depicting blood-circulation in mammals.
![](data:image/jpeg;base64,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)
Pick out the correct blood vessels A, B, C, D from the following:
i) Pulmonary veins
ii) Venacava
C. Pulmonary artery
D. Aorta
Among the P,Q,R and S samples, identify the correct match from the following
a) P & Q = Oxygenated and R& S = Deoxygenated
b) P & Q = Deoxygenated and R& S = oxygenated
c) All are Oxygenated
d) All are Deoxygenated
Answer:The correct blood vessels are
A-Vena cava. It brings unoxygenated blood from body to heart.
B-Pulmonary artery. It receives blood from right ventricle and carries it to lungs for gaseous exchange.
C-Pulmonary vein. It returns oxygen rich blood from lungs to left atrium.
D-Aorta. It takes oxygenated blood from left ventricle to the body parts.
b) P & Q = Deoxygenated and R& S = oxygenated
Question 13.Study the following passage:
Most of the vertebrates have jaws with teeth. The mode of arrangement of teeth on the jaws is called dentition.
The various types of teeth seen in mammals are incisors(I) canines (C) premolars (P) and molars (M). They are used for biting, tearing, chewing and grinding respectively.
Canines, the tearing teeth are well-developed in carnivores and ill-developed or absent in herbivores.
Now answer the following questions:
i) In frogs, all the teeth in the upper jaw look alike, whereas in human beings they are different. The type of dentition in man can be called__________.
a) Homodont
b) Isodont
c) Heterodont
d) Acrodont
ii) The dental formula of a mammal is written as ICPM =2023/1023. The teeth missing in it are _________ .
a) incisors
b) b) canines
c) c) premolars
d) d) molars
Answer:i) This type of dentition in man is known as heterodont dentition. They have 2 sets of teeth throughout their life span (milk teeth and permanent teeth) and 4 kinds of teeth- incisors, canines, molars and premolars.
ii) b) Canines
Dental formula is defined as an expression of number of teeth of each type in one half of upper and lower jaw. Dental formula of a mammal is 2123/2123. Incisors-2, canines-1, Premolars-2, Molars-3 in each half of upper and lower jaw.
Question 14.Fill in the empty boxes with suitable answers with respect to the valves of a mammalian heart.
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)
Answer:![](data:image/png;base64,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)
Question 15.Any change in the lifestyle, the food habits and the body form of an organism in order to make it comfortable in the environment / habitat, is called adaptation. Identify the suitable adaptation given below against each mammal.
i) conservation of body heat in large marine mammals like whale (Jaws are modified into baleen plates / Forelimbs are modified into flippers /
Fat is deposited in subcutaneous tissue.)
ii) Locating food source by bats-( Forelimbs are modified into wings / Hanging upside down using legs / Production of sounds and detection of the echo)
Answer:i) Fat is deposited in subcutaneous tissue. Whales need to conserve their body heat in cold waters. Their body is surrounded by thick layer of fat called blubber just under the skin that helps to keep them warm.
ii) Production of sounds and detection of the echo. Echo location is a biological sonar like system phenomenon that is used by bats, to locate and detect objects by emitting high pitch sounds that reflect back the object and return to animal’s sensory receptors. So, bats use echo location to locate food source.
Question 16.The Master chemists of our body are the kidneys. Justify.
i) Kidneys filter all chemicals in the body.
ii) Kidneys maintain the chemical composition of blood.
iii) Kidneys eliminate all chemicals absorbed by the body.
iv) Kidneys store the chemicals accumulated in the body.
Answer:ii) Kidneys maintain the chemical composition of blood.
Kidneys are called the master chemists of our body because they maintain the chemical composition of human blood by cleaning blood, producing hormones, enzymes and also managing fluid levels.
Mention the two unique characteristics of mammals.
Answer:
Mammals are the most evolved animals of animal kingdom. Their two unique characteristics are- presence of epidermal hair, and ability to nourish their young ones with milk. They are the only animals that have body covered with hair and fur and have mammary glands as the structures that make milk.
Question 2.
Give two examples each:
(i) ruminating mammals
(ii) marine mammals.
Answer:
i) Ruminating animal- Cow and Deer. Mammals like deer, cows and goats are called ruminants. They have a 4 chambered stomach which helps to break down the grasses they consume.
ii) Marine animal- Dolphin and Shark. Marine animals are characterised by presence of hair or fur (insulation), are arm blooded, nurse young ones with mammary glands, etc.
Question 3.
What type of dentition is seen in mammals? What are elephant tusks?
Answer:
Mammals have heterodont dentition. The teeth are in the sockets of the jab and have different functions. They have 2 sets of teeth throughout their life span (milk teeth and permanent teeth) and 4 kinds of teeth- incisors, canines, molars and premolars.
Elephants have long modified tusks called canines which are used for defence. Rest of the teeth are used for eating grass and are also very large due to the size of the animal.
Question 4.
Mention any four adaptations seen in the camel so that it can live successfully in deserts.
Answer:
Camels have several adaptations that help them to survive the extreme harsh conditions of desert.
1- They have feet with large surface area that enables them to walk on sand.
2- They store large amount of water in the fat in their humps.
3- They have bushy eyebrows and long eyelashes to protect themselves from sand storms.
4- They have long loops of Henle and thus concentrated urine, thereby retaining s much water as possible.
Question 5.
What is echo location? Give an example.
Answer:
Echo location is a biological sonar like system phenomenon that is used by bats, dolphins etc to locate and detect objects by emitting high pitch sounds that reflect back the object and return to animal’s sensory receptors. For example- Echolocation is used by dolphins to help them find and capture food.
Question 6.
Mention the various valves and their location in the human heart.
Answer:
there are 4 valves found in the human heart.
1. Bicuspid valves are atrioventricular valves found between left atrium and left ventricle.
2. Tricuspid valves are formed by three cusps and is found between the right atrium and right ventricle.
3. Pulmonary Semi lunar valve is found at the base of the pulmonary artery. Blood is forced through this valve to enter pulmonary trunk when the right ventricle contracts.
4. Aortic Semi lunar valve is found at the base of the aorta. Blood is forced through this valve to enter the aorta when the left ventricle contract.
Question 7.
Write any four differences between arteries and veins in mammals.
Answer:
Question 8.
Name the three important blood proteins seen in plasma. Add a note on their functions.
Answer:
the three important blood proteins seen in plasma and their functions are as follow-
• Fibrinogens- they are produced by liver and function in blood clotting and constitute 4%.
• Albumin- they are also produced by liver and function to transport proteins for steroid hormones and fatty acids. Albumin constitute 60%.
• Globulins- they are produced by liver and plasma cells. Alpha and beta globulin function to transport lipids and fat-soluble vitamins whereas gamma globulin function as immunoglobulins to provide immunity. Globulin constitute 35%
Question 9.
Which blood cells are without nuclei? What is the advantage of this condition?
Answer:
Mature Red blood cells lack nuclei, they have nuclei only in early development. Lack of nuclei makes more room for haemoglobin and thus enable them to carry more oxygen.
Question 10.
Name the protein and the blood-cells responsible for the clotting of blood.
Answer:
The protein responsible for clotting of blood is Fibrinogen. It accounts for 4% of all plasma proteins. The blood cells responsible for clotting of blood are blood platelets. When a blood vessel is damaged, the vessel wall’s cell releases a sticky substance. Platelets stick and accumulate at the area of injury and hence form a clot.
Question 11.
i) What are the structural and functional units of kidney?
ii) Arrange the organs of the human excretory system in the correct order, based on the passage of urine.
Ureter, Urethra, Kidney, Urinary bladder
Answer:
i) The structural and functional unit of kidney is nephron. The nephrons are responsible for forming the urine. A nephron is composed of Glomerulus and renal tubules.
ii) Kidney, Ureters, Urinary bladder, Urethra. Urine produced by nephrons in the kidney travel down through the ureters to the urinary bladder. The urinary bladder can expand for storage or collapse when empty. The urine is expelled outside the body through the urethra.
Question 12.
Observe the following flow-chart depicting blood-circulation in mammals.
Pick out the correct blood vessels A, B, C, D from the following:
i) Pulmonary veins
ii) Venacava
C. Pulmonary artery
D. Aorta
Among the P,Q,R and S samples, identify the correct match from the following
a) P & Q = Oxygenated and R& S = Deoxygenated
b) P & Q = Deoxygenated and R& S = oxygenated
c) All are Oxygenated
d) All are Deoxygenated
Answer:
The correct blood vessels are
A-Vena cava. It brings unoxygenated blood from body to heart.
B-Pulmonary artery. It receives blood from right ventricle and carries it to lungs for gaseous exchange.
C-Pulmonary vein. It returns oxygen rich blood from lungs to left atrium.
D-Aorta. It takes oxygenated blood from left ventricle to the body parts.
b) P & Q = Deoxygenated and R& S = oxygenated
Question 13.
Study the following passage:
Most of the vertebrates have jaws with teeth. The mode of arrangement of teeth on the jaws is called dentition.
The various types of teeth seen in mammals are incisors(I) canines (C) premolars (P) and molars (M). They are used for biting, tearing, chewing and grinding respectively.
Canines, the tearing teeth are well-developed in carnivores and ill-developed or absent in herbivores.
Now answer the following questions:
i) In frogs, all the teeth in the upper jaw look alike, whereas in human beings they are different. The type of dentition in man can be called__________.
a) Homodont
b) Isodont
c) Heterodont
d) Acrodont
ii) The dental formula of a mammal is written as ICPM =2023/1023. The teeth missing in it are _________ .
a) incisors
b) b) canines
c) c) premolars
d) d) molars
Answer:
i) This type of dentition in man is known as heterodont dentition. They have 2 sets of teeth throughout their life span (milk teeth and permanent teeth) and 4 kinds of teeth- incisors, canines, molars and premolars.
ii) b) Canines
Dental formula is defined as an expression of number of teeth of each type in one half of upper and lower jaw. Dental formula of a mammal is 2123/2123. Incisors-2, canines-1, Premolars-2, Molars-3 in each half of upper and lower jaw.
Question 14.
Fill in the empty boxes with suitable answers with respect to the valves of a mammalian heart.
Answer:
Question 15.
Any change in the lifestyle, the food habits and the body form of an organism in order to make it comfortable in the environment / habitat, is called adaptation. Identify the suitable adaptation given below against each mammal.
i) conservation of body heat in large marine mammals like whale (Jaws are modified into baleen plates / Forelimbs are modified into flippers /
Fat is deposited in subcutaneous tissue.)
ii) Locating food source by bats-( Forelimbs are modified into wings / Hanging upside down using legs / Production of sounds and detection of the echo)
Answer:
i) Fat is deposited in subcutaneous tissue. Whales need to conserve their body heat in cold waters. Their body is surrounded by thick layer of fat called blubber just under the skin that helps to keep them warm.
ii) Production of sounds and detection of the echo. Echo location is a biological sonar like system phenomenon that is used by bats, to locate and detect objects by emitting high pitch sounds that reflect back the object and return to animal’s sensory receptors. So, bats use echo location to locate food source.
Question 16.
The Master chemists of our body are the kidneys. Justify.
i) Kidneys filter all chemicals in the body.
ii) Kidneys maintain the chemical composition of blood.
iii) Kidneys eliminate all chemicals absorbed by the body.
iv) Kidneys store the chemicals accumulated in the body.
Answer:
ii) Kidneys maintain the chemical composition of blood.
Kidneys are called the master chemists of our body because they maintain the chemical composition of human blood by cleaning blood, producing hormones, enzymes and also managing fluid levels.
Part-c
Question 1.Observe the chart depicting the structure of a nephron.
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i) Mention the structures A to F
ii) Explain the main function of a nephron.
Answer:i) A- Glomerulus
B- Bowman’s capsule
C- Proximal convoluted tubule
D- Loop of Henle
E- Distal Convoluted tubule
F- Collecting duct
ii) Nephron is the structural and functional unit of kidney. Their function is to filter substances from the blood, regulate blood pressure, blood pH and blood volume, control electrolyte and metabolite balance. Nephrons basically filter the blood and form urine.
Question 2.With a suitable diagram, describe the structure and functions of the human heart.
Answer:![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYIAAAGKCAYAAAABqUbkAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAP+QSURBVHhe7F0HeBRFG/6A9J5ACAmh9957kY70JioIiBRBQRQV+68oKiJWVGyIgGKjKUhRQDpIR3rvEGoI6QXI/76zu+FyXJK7yyUEuHmeyW72ZmdnZ2a/XlzefPNNcRbnDDhnwDkDzhm4d2fA5d59deebO2fAOQPOGXDOAGfAiQic+8A5A84ZcM7APT4DTkRwj28A5+s7Z8A5A84ZcCIC5x5wzoBzBpwzcI/PgBMR3OMbwPn6zhlwzoBzBpyIwLkHnDPgnAHnDNzjM+BEBDm0Ad54441q6Lo2ahzqCpjpXs6hR6V1i2d64Z82qP/gebE5/Txn/84ZcM7A3TEDTkSQA+sIgDwW3Q5G3Y1K4DwR1wYBOK/IgceZdlkI/0xBbYTqRAQ5PNnO7p0zcLfMgBMROHglAfAro8vRqM0B+P9j97j2KQ5TcSyDazcc/Mi07tD3STyjHC7E5NQznP06Z8A5A3ffDDgRgePX1AddeqCmmnT9HM6X60jhMRwLAGiTcieSINI4hf9nk2vAOdfEE7UJkQeuL9Hbkdp/CbUY6h+4/pN+/QEcg1ETUMuiJqF+iXoJ/dXEcQSqL+rvuOcX/Z5XcNyO2gL1L1z/x2SszlPnDDhn4B6bAScicPyCb0WXM1CXAhCTI1ipA+75OhDugCPnXSEClF6o21Bno96HOgD1HdTDBN7oozOOq1D/RN2Huh71dVwvAgD+Ec5roY5B/Q11B+r/UL/D71VwXI06HfUo6me4VhT3fIhzIo+RqMtQI/VxOA/OGXDOwD06A05E4OCFB6C9ji6HAuh+hWNb1Faoz+H/mfhtFM6vorqbPJb/x+v/58ORit7X+D/u8cfhCVRS9AGoz6KS4o9CZZAoIoJE1NO4px/akxshUuA1Pot9PaX3dQbHt9DmY/33xfiNegxncc6Acwbu8RlwIgIHbwAA2k7oMhZAllQ8uYP3cK0Ojutx/BxHWhG5mj2WCIDFDXWnyW8bcT4UtRRqAOqP+r0E9Fv0dkQqe/XzIBypgyiAWhKVYzAKx0KRFSvLJpPfnKfOGXDOwD08A05E4PjFp2x/AIB+SSCDa3r3x3CkDJ96AwJuAxjz54qolNezkJuoZzIkiorOokagRqI/IhlyCrynht6OQN9AJLzEc/ZzEJX3v6u3a4YjOQ8ikfx6NXnUvXeqm9tSuV8JNRyVuhauTQrqFX3ej+O4B3N/+t6bIecb3ysz4EQEjl/pD9AlRUKbAGgooyf1z/+prD2EawT6n+D4Bo4U+ZQ2Aco0+ayJn77Wh/Wwfi91CC/g+gIceX9fVEPHQHFQgN6eAL4gKk1WP0H9F/eQiziHSiX1y7RawjUCPLa5JwvevyFevD9qe86/u4tLvkKenuLj5iYu+fPL9dRUSbh2TaISE+UqKkos7uEaUHE/m+t4T06c86Xv2hlwIgIHLy2ARCSABqlvAho6lJEreBXXZ+mP+hZHioeaoi5EJYC5pP9GnQAVzfQ/qIraCvdRPEQuoDUOVPCGoI7GdSIFlkV6HzyPQqXuIIEUrA7whuB/9tsH1/7W7/kER0O0pF+6+w+YjzC85QTUviE+PvlblCwpjcLDpVRgoAS4u4sXEUG+fHIDiCDx+nWJTUqS83Fxsu/SJZ8tZ84033D6dPPY5OTX0M9c9PEe5nPP3T9rzje8F2bAiQhyYJUBIEhGEuDfUvAbxUMz9Wr+OzmEi2gz2fwHIhhce8vC9cXGNbQhInjb5P8jOH/Zwj2f5cBr5+kuAbzJeS30cHGpOLR2beldpYqE+voqoJ8CoH/9xg11zsXJB2Tg7eoqfkAMxfz9pVGxYjKgRg05GRUlCw8d8vpl9+5+F+LiuqJPInjqfZzFOQN39Aw4EUHeWj6aeVIf4CwOnAEAbIrnpvm6uVX8sH17aVumjMSA2tfFPhafRKSgFDxAEpKSohQvYX5+8nTDhtK9YkV5f906vyWHDxsmubcgWwcO39mVcwZyfAaciMDGKQZQoeduHcM5y7gd1yvgvLqJCMjGnlXzp629SRc/1UV7KqFpCnrC2nvvwXYt8M7NBoETaA8kcDHesNa1fibIKSRBb8Aa4u0tn9x/v4xduVLAHbyEtaAymbqYbBXd/Jd6nkT0l5ytzpw3O2fAhhlwIgIbJktvSq/fn/DR7jKTEVM2H4hq6AJs7pmK3KxuwnNpJUQ9AhWedDDjM+kfMAT3K6c1Z7llBqrzSmPoA+IByLNb2Id7gQLyYtOmsvP8edl78SId/OZg/omUbSo68KevSEdUeoaTe6GeiVZf/6ISyatQJc7inIGcmgEnIrBxZvFR7sRHyg+UFj304qUilyaHDPRGZW5OF4oh+KxGGMt5/fkv4vgjxlFc1xPk9BjutP5pCqqsgApA/q/0ANl4A96bBJFRQVga3V+2LBEBuUSaodJXw+qiW2/RY7x+zSJFpEZIiHhBNxGdlBRyLCqqEvrthjG/jXYMTzIZa/uH1Z07GzpnwIYZcCICGybLpOnPOH8cVSECFFoJET4Y8YQa4JxewPQZmIEPmFYmRBiM8UMLIcYN4j2/4DeGgOBvdAYjQGf4apqRfo/f0hTBehsinIGoYwwkoD+fJqvULZBbYF+0iWdfZVCpZP4C7TfgOmMZBeOcljNsR6umofj/CZzT/4FxiQJQD6C+j+sO01foytr66JehL0L1cR/HcRWes0b/P6cOKzmnP+/e7XMfLIXcYCKaAuVwdgsRCs1N9UJO0dbyZv58+eq/0KSJ9Icy2gNcBgtHRhHUudhY+ff06QK/79/fbsvZs+10hPAa5ouEiLM4Z8BhM+BEBPZN5RzcRnEAdQL0BGbsnjU4j8c1AnIGd6NlThTqx7iWD7/xHgL/xqjPoNJ09Hv8dgS/rcU5/QKKor6PShHBb/itLn4jUDYKzR9p/5/O9BNt6EBGcRGBOyET4xZdQKXlEp83F9fZJ8NMkMKcpIsxKJLwwv9ETKRMGX5ilz6+b3DsYvJsm091TqknbqQpLRGNb5Bur08rHZpmXsMR7X7Hb8PNkJvNz8voBvR7FM84tfL48UrvrV0rL0Ok4wplcDyUwPYUIgBYH0lccrL8fYSGWWquKaazumA8RBw9G0JcNbhWLTWWKybjoeVSYegiHoZ1U7cKFeSf48flqy1bWu+7eLE57h2Hdxpn9cOcDZ0zkMUMOBGBHVsEH+FZfIw7cGtvVCKC5qiM8cNC4LoflcpDcgn0AH4GlYiAAHsh7v+eDdEHRUkUKxARvIpKEQYJQsqaeS99BkwRgeFFzH7SFfTFtSQSIHSj7wCpeXIkfnothOf+hXZ8Bsf7FyqBM7kEhq3mNXpAF9GfSR2E3QXP4dzwnWpUg8ijValSUic0VEJ9fJTjFp22YIIpf+zfLzN27uyemprqgXs660jN7udmcmMkTUKn7dghELvIS0AG5YKCJBkinkRQ37QSsqZQtOQDnwMC7nGrVsmOc/TVk2UY92Vr7jdpQyfDkDLwYShggUPBfKixsYJrkI7lykljmLF+uXmz69Tt26kTYrDBx/BcxqpyFucMZGsGnIjA/uljGGgGlyMlrYLF6V3Ra7cEKqlxAmaaqNDDmIX/KxJSLwTaBllKoNwdlaIjAnEGlzPXbDLcBNsTuZw2G/oK/P86KuMLUfFohKegmIlj0OQOiIrK3zHuaBwJROiwRoRDiyUeOT5yCLab1uAm9EuuhcHwHiK1+2jNmsppyxvA/xqAGkUyRAKcMHIHdVq2FFdQ11O2br0fl6j7IFLMiXKlIQDpA5Ury+jFi6XDjz9K32rVlClohUKFxBdIgsCXHArHx3MWjjM/ALUrKql0yO/lr8OH5eMNG+TIFaV6YLEnjPdw3kgLpqzEVERS1G+4QXT0SvPmUqVwYXl9xYoe4EiCMd/d7UBCOTG/zj7v4BlwIgL7F48WOqNRKZ9nlE8DcFJM4I7/u7FrfKik/Ix5JlwxALIBZxLRJgD/MFopFcCb8T8dy4ahqvgGRsFvcfiNYp8PcKQoisCczyBVTwqe1iUMcMcw1lQcR+A3mrXyd8OihZwKxVYlURkuIRVtmC+hIc7pzcz+XsChj+mzrTnHfQTkPwR6epZ5Bvb2PStVUtY1FKFYstkn0OWEdAa1OwOUOqhfirFyChFERSUkyHDI4+8vX14mrFkj32/fLj/t2iXF6TQGZFUVAJYOZFQCI+yEemU6m10BED559aqi/iFeUpxMdXA5XSGymX/gAJG1TTJ7zBMReVsCdsj+5Tx0AQEeHor6z6hwnjgWziORVyDaj16ypOnVpKRZ6K+TLuqzZpmcbZwzcMsMOBGBnZuCVBg+wN06wKQIxCikhv/Gb1QQXyScQx2o/8hQD94mbWn6yVhBDDlBIE6bdMqay6MyEunj+H+EmbiEzyLA3orfCIAo+qFYh0pfmh2yf/oUvINzWhWxLRELxUWULW/Bdcqnu/IefSzs5xFcpxKZzyVAroT/GeLCKmoXbdvgnrkApr7j27SRysHBEg2gRaVnZoXUN0UfpLZReqCfiUROmd5k349x0UBISQC6JcEBfNmrl/zvvvtk4cGDMh/iqRUA8L/uyTxiBBFE0+LFpW/16tIbyt3hc5UNwGFUW2MPPQGvZpfxrVrJwD/+kDl79ypHtUggqqwKOZUraEel93uY51GLF7cER/EJ7iPh4CzOGbBrBpyIwK5pS7vpPZzRZDCNIgQQOwJgRsA8AJU24W1wzVAkUhmrTD71QlHOFvyegnsoznlUv4cU+aeojESaztJRp/xoQcKENnVRiURoSUIlr+B4Cr+1w2k/VHIpRADkEqiINgr1GWFoS+6F98zBPbQu4n0MaveGfr/JLRmf4l6OY3aD8HDfT+C5C45AAStrCjmGw5GRBsIgV9MS1SrkY03/Jm1iyZlQDONO5ATqOgzU/9DGjWUogHAcqPzT0B0cB+VPax3EFEKs2FTxgMiIStvSkOUXDwgQX+g4BNzCDbRfffIku9+K+bPa+QtzRYuph7qAK3kUiOiPAwfk882bpT3MUPmMGDzXGtNWzi/vGVG/vnzy778kGBZgHBRTOotzBmyeAScisHnKbt6AD4+KYtZ0BddpnTPewvV0zmZo953RBudEELQYMspxnKzLaHgE3viN9ZaC3xiqwjQuEQPTpRX8Tj2B+ZipY2A1yi3xjiw9CwCIXM5P4AD8PwYS8IfIwlpgRk6AHAG8cyUMcX9oigkRDHUVOYIIqBSm/T9ZMFWIEHSOxRsK4AoQDVWAyEegz0hXqC+g2IYmp9AR8Hj48mVDR2BrXodhUA4HPFEHuBl9ftaxoyw/dkye+/tvmdmzp3gCyTDyqTXIgPqKx6CDWX70qOy6cIEc4N+2IKWM9pbz+r03A05EcO+tuaPfeCwUweXGQelb0MtLKVOtAWKU/RBpwEZeNp05I78/9JCy5hn9119UZFcFQKPYzZElhjJ4cgUFNTFU+sKwE5C9CxCCQF8hGFuGBVzMtogIJbNH2WbtIHWk+Th1IjUh2gEbIkWBfGY9+KC0/+EHee6vv+STDh3EC8iA3stZzSN1LNQt0AfhhaVL6T3NCLXpfE+sHZuz3b09A05EkMfXH8CD8n06mwXoR4NcpZkpLYJothhliHly83UwNjqsDe8H65uaMA2luCIr4MXxEQkwsufBS5fktX/+kRYlSkg3ULYRFy/SGsYFHMUoNKHDniNLHAEnqW0oJCz3C5NSwXsIfQMo2tIVxrc0xv2boeRFoQ7IllDU9KcIfRaiKDUGchp4TruqVeVH6Cz6zZkjwxYskI/AWRXSkWpWE0Az1npFiyoF9+WEBFpeORFBVpPm/P2WGXAigjy2KQBcacJJWTnNP+mcRmBLk0wiAEsQjNrYKNxHcRD9ADbodRuQQ/YD62Q+Pw8goqdHd1gHJdjgnOUHqvtsTIwM+/NPwf3ywwMPKHFLKKhjUreTN2/ui/cZj/HzfRxVkiiGUpY55oiA4h4ogQW+DrAVhVYHem8AZYuIgPeCq9gKjgCF8abSbEgzGyjehz4dI5oD6TWHbF+JmIwCZPAIZP0UCz08a5b0/u03mdC2rdD8loA+M2sivhORKvIrEBFwrziLcwZsngEnIrB5ynLmBgAKsvU086S5abC/fxEpUqSihIVVleDgMuLjU1C8vApKgQK0d9fMDJOS4iBduOhy5cqZQhERewudO3eg/oULhx66dk3pLhkTaR6OPwFYMYBZTpTG5QoWlHCEZ6bsPatCnQBFGf/BDPOJhQslEUDun8cek3BY8QgzgQGgPdOggcBhyhvy/KfQH8N0OKok05tZF+ek75OyfzxXIQEWAGWhBREUuQJKO11Bm2iIkQ5CR4Bii/jqIbSv+FwjWNhCAW3oJlTf5AzQZ09ER90EJ7f+s2dLP1gkUf4/CF7H1J+Qk+EcG/4Nxpjo3xCNebysRVS1TkPvqBl19nPXzIATEdzmpQSwpqnma6gdAgOLSc2aXaRGja4gUGtLQECwghmET4QV5uFxSJwav1HikZSUKufO7ZNjx9bL1q1zq+/b90/1a9eSnsUzfkb/HwAh2GrmmNXs+NPenlm9MjObMRK90DHqx507Kf6R4kAeSwYPlhqkxA0LI1Da5SDmeAiikuk7djyGcXPMSgbjgJJCkRTFQ+kKORmKg/DMtMKJhRJXaBVEBKfHAFK/4/wIrJzoS4BCC6ssC96D39mYumFh0hncUzpuwPRuWCvVhLL632HDZBxCXE9AOAzER1JJcTrDyohWRQxtQYTGd6FynXP6PXQaDNeBYmSgy3JMzgbOGTCdASciuE37AcCBpqVvoz4fGFg8f/v2o6Vhw/5SqFBBBfRpvUjgbq3ERUMK+aREicpSpkxladFiCODYHlm16hvfdeumPZ6YGN0Lz6QfAc1SHVVO7Iec/xTEPARS9BswQjWQ+ie1SkRB4LsZCuFJmzapYxc4Yn3brZuE4J40JGCMCG2fgwz9p507A2DqyXAd/3PQYEFMp94aSoITXBfWr+aWQogGiklEQBCEhIL5aFrBOyF1JYExYfFeK8f2INpVfQGmqvmpjLZkWssFp04C1kTesAJ6D0rjfuAIJgIZfAfHt2+2bpUq8M2oA2RSimas6AeiIFkF/4f1p05xGAwZQmdBZ3HOgM0z4EQENk9Z9m8AQGYYCoaoaNOixQjp0WMsxD+FFHzQCDvbC5EHK0XPrEQMxYtXkUGDPpWWLYfJ7NmvFdyxY94nOgfC3AWML5Td8j0UxANeXLpUXkXog/IQa5BiJcCNA4A9AwRBz1laBvFYFCKO6d27ywACXhYtMXz6gvuqgUvoBgue2Xv3DsN4P8VYGXYju0XJrhSiMnQExLQUS0EkY7FQeQxnLyGgJQBnwb3btfhCVBSbhgux2IXODbxQC1xHD3IdproB3qErjLEBEGCkOyJPIfTUF1/ADCBWquKe6bCmehsWWXP27VNxmebiSDERuQK9UEY1CXUC5slE8ZDd6XLefy/NgBMR5PJqAzAUxCMXurp61uvf/2tp1aq/ovoBMx1aTJFCsWKV5Zln5sqiRR/LrFljHoSOoQjGwRg1Vik6MxoY7l+Jfp7bHhExAUpOF4ZoYEyhZIZQBkY7BecsljJAEB/AEmYwqN0AOHGplyUQNoCr6QP0GD+kngH0ggG4GZhvrAMmR4X2IKeigC8LqXDI4KF8sdw9KfSucMD+FmGjCHgpIsK4d19QfniMGmtNoDlGX63xAnQDLtQ3mGZHo9iJiAGeytKlC+xp6ZKBYlgrcXwoxTB/z4A7eQaIKQbUwtnoaKVQ3nX+PK3G2mMcdGp0FucM2D0DTkRg99TZfqNOHf7s4uJRb/jwWdK4cScFE60MfGn7A/U7SHhTl9C9+2gJDAyXKVP6Nb9+PZkxahjt0wJZbv2jcP9H6GcnxD+zEIsnoBhk/+5QbFQCpf0oZNvMD9wYFL4CggRsoHSlHhymIWcXULcK6FERYlrQrl7p0ipWEbiCkeifSVkU9M1GcVXiKkPeTyAMRbeAk7FYiJ0J/CkiIrLYiNh8GGsiAPExLdhclmIhfb1fZvTVXjCxTccBEQHwvTt1gn0YDcRMCsVUppvCcHzD+H0hTlsGUdFuZEZDecaJBLKxI5y3ps2AExHk7mZgcLe2fftOVkgAhF2uFcI0wuD77usNDiRJpk7tTyslejLTZj9bBcBoGYDeM1AKT3sOlPzTrdE1AR2BPB9MoGqiEFZmmqS0t2xBrNRVCLoBoEbuwADSOhB8BRTwvH37CsJE8hkM8JVsDZK6VQBSKrZV4bgga1fIiJiSz4ZMXgFnIolffxVo3rV34P8EzsCmVBIzAB2KNZZYfdGu5mvNmokrESHnwBAFQdYv0JOouTAvnAtL1AGu74KPw/PwQgZPM8vUMz2bc+O8/R6fASciyKUNAEBJX4CX69Z9CGbqjymgnNuFsIXPbd26HxTJ22XZso+ewrj+AEBZnt2xoI/pFDfBIqg70zdWgPWPRaUoB6GLjJSSllY069cjWhPCNZE9okcv2RdwBbUAJB+GXH3mrl1Pou+v8AwV3MfO4kUrG+owFJAlwIfiWn6GQRURFcUyHIvBnUAhLBQBGWZbRBSoJzB25ZSmBZvLsGC8tDt9tT7m4QFyA0SMfC7fDchS2iGsU0YiKUtezbgvFc99atEi5k8gO/C0nfPgvM05A7fMgBMR5N6moHewf7VqHRWRaWVMNoePztAd9OgxTnbtWgBi/BCTnKwAkDWzq7Tr0aMQYqLpiIULCy2DaagCeubmmoZJlNE9LXLgPKWocXIHDO9AERKpYtzLCKFQlPoD+L2MW2hFZG/xoRWTl6nYheMjpU5gb+ovYABsXjcVWzEWEsJg6OV4FgOhZ3T5sRh/mqUQEYhhjZQREmCnRATmHAGufbN6taw6cYItXsJ6KY82Z3HOgCNmwIkIHDGL1vVBQVBiXFykR07rBLIaDuFsQIAX4O8Y+fHHx+nHQEH5yqzuy+p3ACdGPn0NQdS++nnbNulDJy1T5ajRgbnlDK/TaoYexrTgQa4AgVkkqegK8K4dimufbdpEvwLmXrbFict0yL7UDzBLWZZKGcMEy/yFIVbSxUJU7SvTIUtFtwp7qQM4ow5INZmmG+CzyWVMRjw/6h3oXEbxlHkx5whw3wVwKP+DbwHKUszBtKzWwvm7cwZsmQEnIrBltrLXlkrZuISE6EyimWXvAdberUdJkCpV2oM7cYchTBKgUvYRgf78KTg+9tqKFQ26QNTCtI5Kxm5adGsYi+OFklgA/GUaYB2pX1DRL0HGDvGQO+L1v4N7IFi3qwQxtAXDOFhEBObYmZyMeSgKvMdZTaZHxXVmGp5XIIYq8jbyDaTFFDKGTBETbYSXLYM5FSJCZIQITMeDMb8NbuliXByz0zGEuLM4Z8ChM+BEBA6dzkw7oy1gXFJSdEFzaUnuDeHmkzQxuSckIv4QzV/Q7RazPxJQq9dBEb9y9MqV5V/C0mYMxT6mXIGBhSw9ipwCMoYpnQFl9KSgIb8Pg1kqE86PWbq0K/rugGfYE1gtmIHclI4gq2KJI+C4sXDMJobC3A0WPT4wvhr47UkmpK9NpGZJBkgRETkf+gwYBXGXBO+pwlsQORhICMhrJ7ijr+FQhvIN3v2/rIbv/N05A7bOgBVfha1dOttnMAPkCOITEmKU2NzUnP12zBjH4OZGROBHREDfBocVAKt/ABAXfrxxY6chUAgHUg9gZCrLDBHAo1Ypb8lFmHr6AkGMhLcxPWzhyTwBfTM1qK3OU4WJCPIZVkGmb2sAXYMK59EStsZ1PabPVTxfd0a4Zdo+QiIbtzfJDVjKzsZ+KfoxuAXezphG1I9QZ0ErJpq1mvhYvInfEHiOyOdthy2SsyPnDJjMgBMR5N52UBwBQj1kKaLOjSER1rm5gUL28OPjHIoI9PGPj4iJ6fjd1q35nmc0T2sQAUUlpKJPn04/BRDJeACZvI9+uv7yCyOy0gz3XWvnSQ/nUawofBxuCfiWUSeWFDm4xjwBKBaDu+E5TEjf6h14AofQY9mSfoSmqsibrOIbsbA/ionIqRD4w3tYIQQiLPy/CciRntko9LDOUC9h7Vw42zlnwNIMOBFBLu0LWuUAUChEkFdEQ25u+RVHgEKLJocWvO86vO/SL7dsaTcCSmNPUvhGCGgDKTCUMwLQKYcqmpuyDR28Zs7U5PimMnoA0C7wwH0QoqPf9ux5BX3PxjOsseXnezG0d0hZeOhaVQyOwELeAj3K6i0x9jAeOgS82x7IbAiV5JbCZ/C9iYxMHciQplLpQgwrIjNv64kQk8G7mjoJqzLGWfV+zkbOGTCbASciyN0tAWVxTJ7hCEiEenoGcAZygiNgv5OhK2jH5PAP0WeA8nIqSylnRwIWgahHGM6ZFPDDD2srQSsbZu8icDQFirrc/n3Y3/995Ih3VGIiAvKokN3WFAJpX8ZCsmryM8HUHprTWzqFv+5BPA0htgM/p6ewHoriloFRSQ5uIU1BzHmASegtntW8EUhxLzgj5jRG+RZIzxHxlqyZK2ebe3AGnIggdxc9JilJ0xHkleLtrXCAL4EZgI2jE9lQqbt/2o4dFR+iuSQpbAJJ2uKvW6dxAFSMItSyMhclAiBSIFcwY8atXAEAaQnY4X8IBfTgBQvaYMzPMsSFFXNZh0pixkLKdPJNdQSWREMYv59m2smscablA/zTfDKQQFlyNpZEQnRa4/PpTGYUIgEiQks+BZgnKoiRP4HaaQQ7chbnDOTcDDgRQc7NraWeo5OT42EIkwIY6HqLVWXuDkWDy0x4g8I4y5QRUSHpsAIgnQxgPQtOUP87jjASJQkICRD5YFNbeYpMaCM/cKD2bHr4Ul9A5bF5YDqIXAbB/n7hoUMyd/9+Jmxfiedsy2LQTRi6uTQ5AksKXN5sCviJqc0RAf8HMiFXgXjPFfBcN/39XsfdTz+PMfVhDKWMPAX53jCDTXNcY/gKxi+yFHgPz4lCPKNfmRxH5Hc8R3mROYtzBnJqBpyIIKdm1nK/SCaVBMfZeCACh1lsZusNdI6AiMDH0YhAH9hcpLF8ZcGhQwWeYnwdSwkWCAwpAqFSlAnkiSjIFRARmBcCadTJiNa56exZj9PR0T8AKDcFsLQYSRW/EcE1bWoEvrMkuzd/RkYOZWjXDbkU4NxGncNkPYxE36GIqjqRIiEjjIR5f7yOFJXMNZBWliOqB8dingGNDaAoXnjwoGGqOi1bC+y82TkDVsyAExFYMUkObAJEkABYmAAJiH9e4giIBFhzosAxQPYsPXKk+lOM72+pGEpZcgXIxKXEQzzSzh4AMR33wPshIgqBieUPPXtK2xkzKiPyKZEBw2pbEm0h1ZgUYSRTq0tGsjsA9NYY18ug7L/cvHkw026OgmJ4NCl9HUHd8gyDs2CSG8OHgUiP4jBLMYU4F1Cqz6YZqRbYDm7WzuKcgZydASciyNn5Ne9dIYLk5IRbnFZzdxg3n+blFch/GAfaXO7tkCHpDmYrN505Uz0SAduCkGTdIgYkV0A9AVJZqrhDBIgEsIcR283cgoi/QQTTAsD9S1DiQxcsADkuDHo3gM8zBo7/GWp0DDN7tWLC+Mw8mnlTVjoC3ZroXeRWeApiIOZe8GOwOvabCfIQcBFKCc5C0RS5ARYLVknUoVyAWGjFsWNssYDiJ4cshLMT5wxkMgNORJC72+NqcnKiEg1ZggG5OxQNdtGzWC8KI+RQWYOcuqOY1rIxlcMZJbonJ0AFKoEm7ejJERCIkjq2RD0DGQyBTT4UL/LcX38x5HNBAP+nADyN3Mz0Nag9FtS4mxEG2poXtKQjMO7Tfwtlmk0ihsxETWxLLoDOY0ahuSgRXibJcNYiV/JVLR7TEmuG62zjnIHszoATEWR3Bm27P/rGjZQ8wxEYiCBfPoQ4Tr1hpZG9bS+st6YNZMqeixddG5uGVTDvilZEDA3NcArwJFaFugKKh8y5Av6mA+JnYZIZBED/9OLF7RH9dDOQwe/4le/TZQQo9wdosZSVbsBUOWycZ4St+XtGSmfTdyIwp16A+gGWzMxFTe4jIkCh85gz85hd2815k60z4EQEts5Y9tqrQDXJyXF5giMgPCNH4OrqQS4lJxEB5RwX9ly4UDTLFycFjYTtguxmSpHKxC2U7zMGkSXFqo4MBgJxNChWTD7bsMH/n+PHH/VCP/3hgDaaegkCbUvmoOZrmZVoyJa1J9dDqp+6AaNkZi7KNrp+AAiT/x3KSAFuyzCcbZ0zYM0MOBGBNbPkuDbx7CoxkVGMb3/ROIIAAxHklFOZAKDFgkqPQDL7olkGWjJCNTNRDZ2vWMgV0KLIElfA33kdYqJKSAk5GQrkazgvAKCaz0iPaavjRmaiIWuXjdwAw0zTZJaF5qKbNlk2FzXtEwgEUVZ5JbupOa0dqbOdcwbEiQhydxPwC0+FUxmyOubugy09jfDTw8MXpqzeiIwcmWOIQH/2ZXgDWydSoYiIiIBiFYZkgOmn0hswaY0lrsB4Od001cWwzslKHJTREtiKOMz7IQdCHQKV3UahgpgAPrPxsy02BpEYivPbvP2fyD0zAudmy92lZujiZHAEMJG5/UXzkXITb+9AuXLlVE4qi/myiUkEkNaEXiUgZ4J4iog60voThVzBXuSL5/1UKmdWsgvIM/EjsGrVaEXEVJS+uiFWZuai5h3CaihMu684uKj8DsocZ9WwnY3u3RlwIoLcXXtyBHkGEfDVCxRg4LkAnqo/OVjwKB2AWyOvpzkpk9szPj8jeTJ0A3P/UpGcFVWd3ZfIDiIgEmBkUQaeY8nKXNR0rHwuEEETcEDz9u+nvSmcKUSFHnUW5wzk5Aw4EUFOzu6tfVNHQESQpc40N4ZFuEORvO5LkNMcgb8PRT6k9q2xuDGC01HBCrm/KhS1MOyCNVyBPRNomgPBnvt5DyeVCmIjdASRWWbmoubPwdx0hmXVy8uWuaXcuNEPP79m71Cc9zlnwNoZcCICa2fKMe0M0ZBjenNAL4S3FA2hBDJuP0QRTIfo0KJH5wwNoTMZEYGlMBOWnkjfAeoFaErK8BSktGEJpJSujuQKyKlwTHPmaOOD45sqWYmgzMdMboBWTjRXZaG5KBPOENtaWzCOCuB+eiDUxm979w7D3H3uzENg7eQ529k7A05EYO/M2XcfvYQS8hJHQESgcwQBGBt1Fw5HBOizGGpoRWbesqUQEFPBytATfekvhkJzUJqSOpIr0M02Fbehi2fSZUizdsxEIpGI2/cXwtJRpEWFd0bRRTPrE2N4DTkLEIK6EPIfjEPTodYOwdnOOQP2zIATEdgza/bfw/AHsfQjyMi51v6u7buTcM8s8JzydXBwIYnsXYdUva2KXHIFBNAMQMfsZTARVdZEDGNtydvY3oGbR0S1px8iLoag/ucfkW0IiEouwx7OBZxFNTihPQNOaMK6dUPAFcwDV7DIniE573HOgDUz4EQE1sySg9roWcpik5I0RHC78xbztTREoHzJyA0EoOZEOsQOobCEqU3RjjX6AdP5Nqh1cgVEBCxEBJS9O5IrcNAaK3ESgT8RAsduq3jJGAeQwRutW8tixFraef48I53Ww/5RnmbO4pwBR8+AExE4ekaz7k9xBLYSxll3a18LE47AQAT2dZTBXQBgDGbUqS2AuD8DtNlj20/FK4PPkTOgQpeiFw7cFMjq+QKUPD6zIHAOfbtMOtMymdlfQCl4AqFM6dpVmn3/fQmY3n6Ozh6yv0Pnnc4ZyHgGnIgg93dHnuII+Pp6chp6MQXkwHT0QJ+hDPdgdyFlTfn7vHkakCdXYW7hg9/PIvPZDnjwNodYxYdiI1uwLZ/BPtm/Neatdr+MDTcCadZD1NS3YYU0ZtmyB4FU/wZX8J0NPTibOmfAqhlwIgKrpsmhjcARxAOWXQPxevunn7BSVxbzJR2aLYcOUehzRC2kl2zBjGNZhYHObJpJ/fN+A2CbtwUQHwdT068gMiIVPZgpITPKFmZ+L/qOBdBdjiinbTFOLyKEPIQMnoPi+G/oSJYePfoh5nS1SXRVh25MZ2f37gzcfkh07809OIJYEKspgGm3f/oJ79zdfUFwuwM5JTk68By5gbqjofR0IYVuLWDOaE9kJG+HGCYWJp9rkPC+YXi4/AYR0mA6dBlKGIppDA6CL0yEQiUNr7FPiJMSYmJkwO+/y/FnnhEvI/k8xUxGuAqOifGDbOEyHLG38bx8GMfXQG71vv7a/3JCwjdABm1M8y444jHOPu7tGbj9kOjem39dNOToPPH2TaSGCLxVzKHYWMchAp0beKUagq49zEii2eEGsno1AMolNClFmYyQFG1++EGOIEdyGSSkYYmCPf+Hy5bJEZhy1oGN/lNATMxP8Bu8lONg2eMJhDAD/grJQA5vwu7/kw4dFHLYcfq0TIH1zxUofmtB0T0cIa19qK/IbWQABFQKz/8YCXGArFrglZ5C/SSraXH+7pwBa2fAiQisnSnHtYu9di0RloWJIFhzJCmYTSM1EIG7uw8QwSUbDf0zfVR//FqbaR1dGY6ZVjQ5VUD5zwQiaAlnrlpIZBMKx7XZiEv0IgAnOYWW06dLIDiSNghnPQWJYdafOiVzhg4VZE2TL/D/A7heDknpN+P/RuAoyCnsP3tWmk2dKoPhHNYI4qKv1q+XfUis813v3hpnkNsF3FR/IKJZEF8tOHDgTSBaZi87ktvDcD7v7pwBJyLI/XWNuX6dyWmYk0CjWG9nIXHr4eGjKopDEAGAFDHc2MbID/AguQF7LIWsnRSIca4gQN06APdp3bpJDHQvRAgUD714//2yAIDzPDiCbcOGST5EBH0EOYerffWVnEZ7P1D3xWDJ9MMjj0gU+vgNeYTb0EQVkxKE3xbBia0Z+rqMPnegPRXRVgXNs3bstrTTdRafALmtOn7cDwl43sHtD9vSxZ3UFnuIZld0yaYRww0gPauwr34f24PXdRZrZ8CJCKydKce1i792jYggb6SrJHxxcyug9ASOQgTo5xnUku8iRWMByuGzqxvIbO4hwlkOReoVPOMTePJ+tHGjUvwiCY5cQYKX09HRUh5B61RuAlgVlQAyKITzEzi/jpevznwBGOMlcCyEHPEQFREbukI3MB+Z0d6D41px3HMYHsN+johFlJ19BPFaaXAsz0G09caqVQ8B6H0FgLcyO13mxXvxXnA4ESZ2BpkilKF64topHJmGFHlLMy2L8etnqAvy4rvl1TE5EUHur0zsjRvXIBrKOwnsqS/VncoCsjsd+GBLoo/nH0T+gPuYbzgnuQF9sN9t3y4DkfB+YufOcp3PYwTPb7+VmTt3Sg14In+4YYNcA6B3gfjnCJDGRZyXQO7ka6D8U/VIo+qIogLjgRsYO3++rILyefOIEeIKruFdKJL/PIRUyLbESsruZFq6H2Kp0cjTPO2//+RYVNSbaHJfTjzmNvcJWaIKS/Ig6mlUb1QG3/sB+6tRFvGwkOhacjqA4m2eHsc/3okIHD+nWfUYj/zAeSZvMQdL4xo9zIQvA8ThQ8uOJnuct5ub3ztM2J6dcM5ZzSJ/B1A+Aln+30eOyLpBgySAuggCalD8lPu/D2r+EKyASgLot5w2TVoBMc2EgrgTxEPhEFtdhGJYJYnHBLjhvvNxcUo5PKZtW6kELoJ6hsngMK7iOkVNZ8Bd7AByqMmQ2NYGzrPmPWxpAzGVLxDTGJjHPrloUXOs1/1Yr7sxyT3T+G3Cu13m9OA9n8ThP9RCOKd122UjGB/+r4n/T+ipPUEJSAKuYZEEWF0Y1oXIYYXu2d8C57E4h2u6VnTDBgSxUmUdLbJwjSIpyDWF+bYro7rj+nrTpUIbXkfWJDmJ35AsQ/UFJZPy0meGuXqoR/DbCf03ZFmSMvh/u2k/eeHciQhyfxUYgTRPiYY0RKAsR7lRSX3p4Tdtmxx8BMgeI/1Gw3SzLJWuOakg1ocWA3HJ/5C0pj6BM7kBPYfx4Nq1lRXQdQDO5Y8+Kp+CKzgMcdGzEKsMg9KVCt8OCPccRbEVajiA65edOil9Av8fjnfwBWew4tgxxVUshh7hG/goXICZ6W0vGPsAvN9HEIVBZPUCxnM3IgJOM0VDRmnPzwYVUf1kIeo01En6j3/g+DTq7/r/yGokD6C+qLeFU4mcxf48iSPFTrVxPhMA+Tkci+D/uaiQHWqiKFxj3PMI/boBtGviOsLeCkODs92XqG1QCeRL4re56G8MzvugDkElYkCuUqE5W1t9XM/iSOTQSf8/zxyciCD3l0JHBHlNNKT0xFQU2IUIdKrqPVLfY5g3ICfNRY01A1VO6rwmQz8bSIC/4XopRDp9H7b3Sj8BUdErzBhGjEftOMeG6z3o7cxruJfpIYczsikL+8L/jwBhPEJ/BN4DhDIOoifFCRiObbm/d7QnAsF5I3bTCIxv9F9/tcDc1wcQIpC6Wwo5UlovUBREczM4oUhV1GepNMY1yvFI6RuFCML0f6Vg1n8k8CWBQxHTC7h/MO5nKNtPUZ9DZXRXtkesc3XPUtR30e5RtCNlfwXnDPyHAFeCcLLqHiIjjqkVfjuJ34h06PFNREBKARtSBqJClij/4vdyuhMgEcCEm8POO2dORJD7a5FtjoARFoygdfR5ym7+YxPRED8YymftKdz4jcYh4bwfYwrlAjegXpwTYa6MNr+eURsDWRkTaKrP0DmLdBNhBMzL7oTbM7vm92DsfZGxDd7U+ZDsfhh+vpsQAT3SCdx/RD2PSgC9H8CU5yxEBKZWQaacgzFTBNQ7cE8MADEtkEjhGwpkmt3G4zqtkogAJhhWSbj2Bf5/iyJSHGmp9Jve4VkcKabyQltyF2Nx3hfHABwZP8WI2svvZxvabOB9+J0Z5trhyPDuJLLyZBRZJyIwtk3uHbm5rsNqSM9RbtuDCdMYiRlRGxDETQQWjyq9b3ZinGmB57iflbmezWEmsMmpnHuLMX4egcgiNxTEts3aXdgaSKkw9BgPV60qkzdv7oU1eNWQmd8Fb2sggqWGjsDsnQi3qAswCvesJWRASp+F7XluZAii7sBAJkQ4pnueXDG5C+N3g9Mw7iVioe6ASOUDVGQeEsQdl2/1Z3Hspqauv+N/eCgKzNNkDd4nBx1q7F95JyKwf+7svZObJDE5OdbbnnA2lEwwbA+MZFSB86vAzylbiECLNxRgvI89YSaexVdWdDzCJuejsjYXLIXsnfy76j4sXD+It4AICMgodrhbAtIRaJOiJwWtlMVmhbm/OwEgL8OxOypIo7SEShTnEBgTtvGchf0Z1/k/fydlT33AbJy/hiPFPkQmY1Gn6QpjUvcGjDTGRLEVFcQBqLP0vt/CsSj64DoYzzKGTITxPGoTfazG9Tx1dCKC3F8OUiCJyElgFyKgVMJU6sKIB/YgFNPX5v1a4Dnu4VSbEAE2Pz+KUaRMG0P5elu8bnN/DfPGE0EV1INSnmE8dl24QFPLuwURUIxCxW5G1muU01NR/Csq/Q3WmLSlvwERRRQqxUEspOrZH789FnITlO2TM3gfldT6NFR+AFQ8UzREZMF72BcLx0LFMJXKVM7/gEoxD59BvQIRyXBUWgtRjKQKxVm6eKg6ztkmTxYnIsj9ZSFHkMTAc/YUIgLTCAeM5ZZdRECOwNMzEJaXrtCJJhMj2FJe8XRx8XsDETKVUjW7g7Hlyfd6W8y3C0xme8BUFoiApqSlAGyO3QXTQgBMixtT8U/aa+lmnHUpn8d5lC7rN0RDtC4iIqGp51T9JloRsT9DZLMZ57BokBTcTxHQaPRB7iMf/lcfJv4nUqCPhpG6lcCd+oQktOGzRugcQKKuwP4E14gkiGx+MluDKPz/c15eFyciyP3VUaIhZimzF2aaI4LsvoIhGnJx8SAisDrMBD4EeIzJwKHIGFYBdvk56kGc3Ze8W++HrqAr/CKgNPaAUxzNFL+5019VB84GJZ7h6xAJ8Ecc0/Js49wUeSiOwrw/HZCn6x/XlBGHUfR70vqyNCZcSzOz1n835P/quTpyYRgQIhTDhDRPLo8TEeT+sugcQbp9Z9MozBGBvdkQTR/q5uYFrsAX4v1oWziC52Fr7/5cIxBbtqagtOmNnY0znAHMe3VEJq0IxfG+ixdhI3vnIwJHrLZO0fvQasgR/dnZB63w6FvzNMaBFHt5tzgRQe6vDakXcASxiiOwNW8x21NhbNxL0RARgfG/Pa+jZXl0ByIIgAXSGasQAT608nhWv4EIKlecJkw5GU/Inpe6V+4BO8fors2LFyciaIh18c0O8NPNJmkhQ/k5K00vzaul2aWIxZDpUybPc6Nyz1Okkh2PdVtXlI52L+F9euC5Ky3djN+oD6N4KEeQBfql/uBRWwd+O9o7EUEuzzpZSGxAu0VDBiIgAU4fAgMRZOc1iAhcXd0MyyFrlcWjEZfHY7STG8jO1Nt3LzcBsT8r7YaxCbpXrChfb93KsArVUNcTIeDIWgiV4j4ieKNyjWnhYrQxjgbw55HIgNUWRGCYXZoiAp4TESRjTEosikoRilHJGkehUo5PUQvP2Y7KWp7vxjdDBbDVBc/hmHvpY6fz2MoMbv4E1+n5O9Hqzu/Shk5EcHsWNgHmo3Y9mTCASMBABAyqaXAEdnWImzREQIWxMqfOEhHgQ2NAsEdousiEKXcFN8CJNa1GnKScjpeU1aIZwJ4An+d0JMHix8B07BRiH51DSIxTMdGy5thRoydmMCMAJVIgEqAJJIEqXi+feHl4i6+Xn3ipZEQQB0IkyGte7jjnNTdPVA/xcPcUd1cPRGF1E5cCLsqQwLWA5r3I//Pnx3h0NvT69WtyHYEU+e81hFi/fuO6JKckS8q1JNRkSUpOknjoxFgTEuNhO52Iawlok4TzBIlLjIOdwQ25eCVCktHerFzF+/yCa68BIcBQ2qpCU02KZUagvov7/XBvNI6ci7qoW1EpsqG3cDCu/4Tfz7BnnDMuEa8TAcFLR10jIqU+jEiD4rcIXWHN34g0+bx/cS1LvYZVo78NjZyI4DZMOh4Zy+ij/KZtLQYioHiISIAA3Ij0bK9TmSYaYn8BHE6WiABtHncrUMB3ZP36GmC6EwsnkhPGCeQE4D2SIN5CjHBJwXkBAF1fTKwbWS62M1gxvq+9Wv6s5skYExdDD4eRjDGdgKPI7vPnZPeF87If9b9zZ+XElRiJNfGtdUUY8TJFK0hIwdAqwQFFJCQoVAoFhEgwapBfsAT4BkqAT5B4A+h7AOgTyLu7uatge+4AZQUUqkjvpa68sQyXLJOxW7iUzs03rSnGZzLEtGm7DpubFBAzrEQYHu6pMm/lPBn1cX8gJF/pWPdRqVyiAZBKsmw5tNx/2fZfht1IvUGrqM4AtmkYL5PpZDyg/1DpmUxqn8Cb/gKMMzQfdSUqzZ651wm8yRERqPO+t1EZGqIc/v8Uz/sY5+Sy5qLScYyhLvzwG81BiZg6otKxjG3u2HJPIwIsZkWsHLX53AxwzVI2waxXscim3oGOXmBkSAS1lJIKGJPPJrhiKhrioAgzHBHy3zTwHObFw8z6Iu39dZHDQEbwrMLAcrkRU8iRs0+qmhMGCvQkAOy/SDjDpDZ7EZAuAtQ1g9glARm4AvgHAAmEINsZg84xc1kjWEYVhVJWAWm+d3ZTVhoiHi4ix4U+zyFPwraICNly5rSsP3lM9iLl5ql4g0rOJ0EFi0m5Yg2lW8NysNSqLCVCSkpwYGEJCQzDsQio+gKg2PGKepcc4g1AY/OjKcOTwJ2uQ2xTwO3IaWdfaQhEZ76IfAoHusk+RHT93zdPSWG/EvLGIzOkcvH6tF5THMz9tfvLfVV7yHuzhlaKSYiai/3XFHszQ3aaexePao06VBfD0tb/EVQiAiOG0Wb81h1t6TPAcBD7daqfjmGP4v9VOmxYiiORSTQq2eV5+O0BXFuH886o01AfQv3tTuYGFBxx9GLfCf2RVcQ4x6EOKZDfxUvypYIgVJQtNwoVR5fRhqwiK+2HaddMZxIj3silbCqYwBEkMlk8ADn3rW2FQzWiIBscAT90ezkC4+l6KGraQnPTW7ThxvUeqOHDGErCVk23ba/p2NYcKwB7Kkyu5iNPwXTkKGZCG2T64nMogyaleYRrj0rCwA1JbYrsvnChNNqVxf9hRAzMftYfbt2dgQhdyZLZktDeVK7PxQLCuQLxzk4A+2VHDsmSg/tly3ndkTafi4QVKSNVa3aRARUbS40yNaRUWAUp5F9I/H0guiEu04MgKAqbEiNNaqQo7fiMVs+xs2pTb2lIhpwCKqcjEThu5AcDJDomVr56apGUCauGHNMX0/rNB/RxX7UeeNfrMnZmvxoQQY3Fj/TUzaggSqCURn0c33B/HEnBl8E5PYv5kTNg3HT9ZupAuN9ZSqLC6kGGoe3jelv+Ri6C5RwqHdhYiFw6UqSEY01UwpI7utxziACLx4+agaRqDe4yUvp1GIrIky4ScTlCzlw86XLm4onAc5cjUE+Xjbh8Ri5GnZf4hFjIMdOIEFIHRBT8Yg0kYXATBvLgZovJhEqIIkdARJAvn+2IgB+RYUJqELjZlVZo8YaUCwHlqEQERoAv8w3+WDVQyK3KYhrvFG6A2BITtQDJXCYi9/AaUKAoW1DnoC5G3UnqMaMvWeeCakQlJnaet29fN9SKdcPCZDRyAvRlBFO6dxsRSQ09gwH02amOMG8g9MYFAn6Id7YgNsjyo4dk86kzEkP3pHxuUrVcbRnWZLA0rtpMKpWsIkWDS4kPVsOVOIPIn7ohHAk8FRV/hxe+25wVC+Xf3atlROf3pXzRmhIVRyRwU/iUClblChADkUGnegNl/sYpT2I9vsR6EWlbKgNxcTkqHbgI6BegMg4QHc3WoqrZ1m/k0fBBMJTaP+AaiUHuh4WofE4tVBKJugBNiYm6oj6BmpaL4E5ejnsKEWADUYG2MMivUPnPn58uPVt0lCRsA1LTNctX1owwUPk/P7TE5BtKkXX56gU5H3kWNULOXjrld/rCCb+zF0+VIpK4FHVB/R6bkGaBxo1Fi4gIPI9UBJEFKU5yFQbC8L0O+SdzF9taDCLc0U5lHIePj0IEpILIMd1S8D6Ugzbth6iXOZ6Q3taJyag9qPbTSFn54tKl8tPOnQQCpPyJAMjec9EoK66gK/0IXrl2pKdpzULszxoFwEMgshbtKEPuvuXs2ZGPzJ5db8rWrfnfbdNGGkJsdAPkeBwQArkMRASVi6inr15RYifK9vddPC8Hrxo+R3hweBXp1LajNK/RRupVaiAli5QQbwBHcnzJpOyxPeLAm2QXyTtqKlU/BI+WlAQ2PsTQdX3z+/tS0DdMOtQdgG8oKoPOU5VyuWfjJ2XZjl8945NiBqPhK+aPxNrQKqo76gCsFxGAKrjeGwcC7Y2o3N8GQKeit7zOLRzAOYE+9QmTUSn7p/iHIiXCSeV5zP7Q9z6dEHwX/4608dXzZPN7BhFg4bj4U308fcvPeH2+tG3QCAA8448sP5bcxSW/BCLue6EAX6laukyaQo0sOT9Ost/RcTGw4LgqkdGXJeLSaXAWp10vXDnnf+7yGX+cVwTCkCsxkXI19oqykNBLMrkBIgJ7IhqbcgTsjxIKRwALPTkN58kiIsD1h71cXV0erFz59mXosvYzIlYHpb5w1y55YsECZWGDQqqOLBiVgi/yAuXQtIDhF34N1i9mRcWFQmUMfMP0USEGHTgkIXGNZyOkxQzzdIF45pokoItEoBvTnvK7+UiQf2GpUr61tCtVXWqWqyNVStWU4pDv+/tQ+KFR+QT+V9Qw83AhoYSxKsaHRpp2IgV30OqHTp4EN7BG+jQfI74wVIiOJyNtuSTCuKJESAWpX76trNw1l/L9NwCQzSmpGrh7Dyo5AtPyHf55HbUw6jZUQ+kyDedjUKn43Ywu6QU8CZUSA+oKX8R1Zivjh0sLIlOu8S/83waVeoY7vtwziAArNQC13f8GfSjtgAQuRmW+dkr+CspM8Yv8uM2ac/8T1gQAURT095XSRcOhpKuhkIVS6NIiAjUJWy4qNlIuR10EsiDnECkzl0xz+2vTn7pCzPY9ZI4IaNiS3aLFGwowukk7MS7gYyCb3aNFyZJSknGwb1eqRmteVLcG+mjFCnnuL36vWqlUsppb7QoNw6uWrinFipSGFU0A1swNawZEgEWjBUsSdDc0b4yNjwaSj3JjJbenanwMfosDwriO9U1RiEMZ96TiD/rwhDVOgE8grHQKSpHAUAktWBTK0MJSpGC4st7x9synZPuGmCcZYOxqhmpPa140d9sgw6r4U+KO100Af5sMy39lQUqjKoPGtnJIbthNm/atAfedKvUrtFWmppmXVDw2n9TTEAFNOSuh7jS7Zy0Ad1PzfnBtGfYvLX7y4byl8TvOmfhmpsn/B3F+P7lD/JZmx4pzchItLIxvMX7LGHtZORd5odk9gQiwsJR7v1q/SlMZ0nWoRKZJcexfAoUn8GEoRZ2FbhTFhOuaZUQQgEIQgE4F8Q2A8P3yJVn87+/gCG6xmbZqQPz4TMXz5AiyW9inh4cvFM5uHBdGeUuhEq7SQ0hKr7TSeVU/wLHBCuelP/+UCchZzNKjRV/p136Q1K/SDEAakJhWNHpVnJRO56VzJeCNOrWbztoFl9OscHRpM+8D86gHb9XmTXWLP9wfyu8DFAXFjXlRiWvt3oG+VvJj+rxgLOZTEsQR4mwmQNiZCG3SdVBKCiGQS7Ci8LvYun+DuBXwkvBCZUE0ZYUISFwlS5nQaphr1/zXbqRAOZMeEQAo38LSGUPBb1ytW4ql66ZIwPwGwBK+IS2FnkOlUvmuKPcEIsBKdUAt+0SPMaDasHmBCOzkaK1edGWep0MEAgOjaCbi2tM1Ezmru0zX0FRH4AhEQI7Aw8MP0hRvhLlODqcozewj6ewPUUvb0jDIyKvcAFk0TPDoP/6QT5B0vlzxqjLhyU+lbf1War3jAKyiHEAEcCHM180Rojn7doINd5mpw439mSbw0H/P6F0oErpuqDgwoR5gDFmv4VoizCTigRRSKG7FkPJnAlkMjvlYxCEJCyqlfAduwCEtq3INbQJ9giXIN0QuXD1Ny6DbUbiVaHZO0dSS2zGAnHjmvYIIehcvUkpa1G4HFt8KJOAghZilBVOUN7w3WWhCag8i0E3O07qn0QoRTHbjDZEj8HD3ASK48gw67wJkEIUjBADK5K5zM2QgC0Uu4DzJDXAiMRGvgBMgEmjXoLt8+cJUjDcQojnH6FBM1zMvA35FhBhsKsGWzp0qbMhz/UjnYIp0DEo+TcSjU/YE5uoajgqwc4qDb93VMMAWH/jjepeBKBRGP/EwjUikhD0DIof6twQgFRpZFPQLVR7LiTeyNpxIBUviCX2LD0SYQASU9+d60bkO6hvuqnLXIwIAMx+sWNNmsMwoHOSRKUVI1pcfET3pc+pDp5zVw10T6iNdpd2byVQyQ0RAiQipensQCweh6Qh8JRVffokipQIbVWteN+JSBObrolyAfoOK8E5MPEOMkxfFQgi89vWqVTJ+7Vrp0uxh+e6VmQiPkB96GfvnxO7FuY03cn+5wL7FE+IbA8inAXQdqBuAXYlxiAj0qpCEjbJ+01flvR4AzxQVZUWU0DKK+hhfTw/Jb6U8CWG2IV5FqAuEvUBxgED0Ni5UHnv0XY8IMN9UKoXVq3yLDiltKRQCQHX11aiaG7QGgpM5KSZHFzIb7q7aHiYisAdw8x5T0ZDBEWQXPhcANkkFlCgfXk5+emuaAqI+GOrb0z6Ut6c+L/eBI8iTYiHIxv49eECGL1wIPcB98s2LMwAw8ivTS3vm19Frnqv9AREUAJ3hR3VqLhdyA1G7sEWiNF1CZkUz1XYRintSLaYbtnA3FvMG4hixomQtS8rl97+TH3cvIILyBAcVS1RVljymJRX/k3JxhbGkN2CcFyzKuYGj96IV5fo5gAioaHRHUC8DEdizeYwIB6SqyAkQEfDDouje1HnVlr6NeEN+vsFg2c9LJGS9HCstW5ZvXyal/TylPFIi5rnYQuBQYhEaot/sWRKEGDvfvvQTgqi5wqT3HkQCXHBaMdEGwYJ4k9wC97Xidk2P5udsh72lImiQSOLvOrHEe72KYd/RT1cv/D0G9jYxjNCjK5Qz23vcV7Se8oeF1ZXIywoZpNO0Z3BzfrxcXEo8gtcpRc9dYa1jyzeak23vBURQ3M/bH74AhTUYRvmpLgJyCwQCKKmx0abKrRRQwhRZKjbZkKnqH1l2F0PTEdxEBLZQrEZ8GL4Hw//TGkU3khE/IDNKbXhk7vhIfCa2Jqxhe1+/QnL14h5YuFyHuWMBeFtHwbrjX+lfHn4UtFPNa3kH4DX82oL5ciQqWqa+9qNUKBEGJ797FAlwu2INr2NvXP5XN1bQ97pCAtz7pscMkMJNCG8C7HmqGz24B91EBCmAyVf/0yyIKHJizapo3wDilASXlD2HFoPYSMBedclSHMs2MQlXYPWnnN5PZPUc5+/Wz4AVy2Z9Z3m0ZbA/7MV9PP2UKR+LG/SdPqWwGcMsy0TdC+lUEJABzeJIYRlUkerAkKWaKN6sfXd+BG6I/MiSDBmpLYWA3gD2cF9Ii3lGAN6pk/YbEQOcaAXOrCq2mrVF6UZwry+sMi4ci1S29IUCvGXPsZ2SDI/P1mVaWdtV7rUDK7Qd8YI+3bRZut3XVx5s3eWe0wncMtnYkyR0lJxe26o3i+k/ZufGv2k6AjNFr/pXJ6KMDuMAisk98xvJShRkPk7ut+pl68jsf36Q81GnpXhweUm6keZwaXEPUTdw+tJhKJrp9C3k253FQTNwLyACHw/I5Bl2l6JFX8hOfSEsyqz4lAWiQCXwJxJQZnOkwGF9oo4QO/B4A6bP5BxooWGqXFZUvsFN8EEmH5WGCDS+2harIVL/DHzZDg7wFAUxfI5RdIMZ9S+kJIJgmgop2FrYD0VDV+OilUu/K7SOm/etV93UL4roHHkpHaUea+PZJYsQKtpX/vfYe0r0l1NKflvn8ra2J4FC6tzRg9Ctjcgx01Q0FgEZiDjym+xFax/JIHkNoM9h2XPiXykbWh3K48wRAXUKO46u4S1kCcydyax9tLOdhRmwA1zccfMIx9H8YD01G7q44xg/Ni85gqyMFbjJqXhjpR5BYDNtWhSCIMcAhED76hQdUfAaEUUqkQhZc4pAdfIsFVS6exoiyHzjmz6LgB3RieUQ5LC1amW8BiCQJQ4EE5GFrYWw1cenkCRDOByfFK90BFsObpYwyNxLBUKOlpdyD0BMtWz3bll58rQ802csQoAUUyFDnCVnZ4DfzFUEcSDxY5iU2vPERHwz1cpUkxKhpWTJlpnSuf4g5TnMIHOWCq2FKBJav5dx4GQZzDij7Hmu8x7LM3AvIILYxKQElSXJEwFOIPGQq6Al6ADjh5A5luyiSfFwP+anEhaAOyOTOv6WEUtMTkEhCMB6g4u4Ro4WVvluyA9M4soWjoDLR9HNhg3IpgEZLQ14zAup4SOk0uwkBakc1OMNqRALDH+w4/A25MMtJvmpH8iuWZKjvkI9Ytnr/ywDB1NIhncfpfxDnCWXZoBmytmEHBTTBvoWkEc7jJC3YJG2/egqqQPxY0ziFYUQTAuRg4+HvyzeMkMirhznT1Nz6U3vmcdkcznviHk6xSihV2IuQ+btIym0mQYAZ5yUS5B6UFlMcRGpflUATKOg/Eq+jGtwlCHbS4SgOAP8b3AIPOZnzUBBpu5DdaEXg0mJWg1EAJMLSo6oJLOlGJkKEUJHevbUFMOm5TLGTN2AqdjIlv6JSHy8gWVQ4uB+fR4a58uXjkvd6i00LJRX5C5QfqwHa7Th7DkZ3edNKRka6OQGbFnoTNoqEKwxzzePPNX1YUboFMMpzRLNYegmDOMG/p92rhP8PDDkxqOdHpcv570vkxe8JF+MWCHuLp4IN8HvQuuZSMAbSODkxYMyc+VEXloObuAfB72usxt9Bu4FRLA7HqGk95/YJVVKl0iL406KhpuTck4q1vzgNE7zUWV+pzs5pol41E7WK5vonpc8KiShIwqe05mnAGzvjeuKo9BnWekcICbS8r/mkxSyJzYWAvkYWGoQGXTpkt4yiNwA/QvsDULH+dBzEqj8skfOMAaXSI0ioXlHLKRDpA/WrxEXN2/pj3wS8bbhUxtn/O5qzuljnB9WI+y6ceRvKn4WxJkqyY1uQnodrCKNB7RAe1qwPdMjHb0MsQ7l+PkVC607f2HDuiJ+FRW9bq7akc9WsZlQSof7yuTnf5E+b7STj+Y+JWMe+BKGHYF4nuZjw/ATl66eZYYyuRx9jh6Yz9xdK5I33uZeQASMHHhx8fp5wb1bMbz4zaJgCgA1RTeRWzWE4A3dgZLpG96WGm5IX3SkoMQ/0ANcgyjJXFmskIXOFSgEAW6C14gI6LhFhbGtHIExCMr/mVvlX5gIIjeKKtTjHjtmn5LY6FeJhrScBLDDj5ZTF6ERRKlYEHEFbE3LyAkhRLFHa53Zt4H+zoDtmX/gsPRsM1gqFA91WPygvPFJOmYUBnB3xRfOyj3MJSFwj467BoOAK6hXkTD+HOp5AFnm1biEubyMkBz4DRWRV8EZxiqigInmiQCYmP4G1pXJ6nnOSkRglPx4MAJ7q3+5z5novgAqj5Tze2Dfe8ODXVUPH/gSBMDjP0xCg8Jl6Y5f5FJMhPRt8byUKFxROY5t2LdYZvzznhw7t4cPGQRuYLdjZsjZi+kM3PWIABvnCsJMzF20fs6wPcfelLLIPWseAdKg8GkJQXtolkxd7XXMYCqLt4QslMURgyqCgk/SvxW6EBRAUll3xBtiAntb4auxeDQN3bZNJBgwmpEfqEimaCg7cJffsycCz7FcijonhyOOS0HX/BLqC/mWLQM1vNOozMiOrMrStwoKc+6+vSo8eJ82j6aZBN/Ln7WKfkrHQooi6QSJ/2NBO0eBdTx98YQcjzgsJ88dl2NnD8rJ88dUgiUmVIqMvmiag4FuaKS4ITRVOXqNSs0WK724yMKynWnlDifpRGNl4zPgbudIaLJAoSsrz+lST2Epk7wYFYbQKiMeq+f2I6s8UCXYvyjoiGsSGat8BsDryrP4luffy+uck+9+1yMCffI+iY6/+uj7P7zmMe31aSoJiCW4pszg6Gtgp7I13ULpMlXjmmmXjH9P72JyBEZMFlvF74YH8WroHOjwSw4hO7GGOE7lZQ1T23yQdRFYHDi1X0oE+IsXw5vaYjGkhTJFBogByO66SAQpIgWxgLJddJfqGdu3SGhIWalfuZEk2C5dy/YwbncH3EtE+HTKUqGfwJmeh8nUkbOHZPfR7bL1wBbZdew/OXjqgFxLBvzWQjIQmJ/TK3hH5ZAFkwl1jdD2EiqRAAVtiZmFdHbk+4NIIwwykAWRAnhyqX3x6hmYciiEQ46eSeOjHPlcZ1/pZ+CeQATYRPux4d6b9c/0sYxJP+rBwRlnJ3MEEshilzEjFi2HqCOwFQGYdk0gQJ0Ac6/waK+S2OhT+Ti4eUE8VEiOnjkA6vG4NA4GluGDbPEhYKwLYieanPbqpdmzUoGR3XjZGMepS5dUgvch3R5F1i+XvJ/Ry0EQR/mKgFAxktafj4yVNf9tkY17N8g6ZPn679A2idU8bhWpXbNoiAyrUkr+PHRYTkTHwNZMZWU7j29BeWPllaIjHNinqZSgREZEUk5lcC4v0D2BCPQ5fQfHBq98+WQHZo16qI3mhZodQGzPWimeGYiASjPmI7BF4mLpeYTRgI1pMYbsGVN6ROAh/nAqO3xyj5yLPC8VSoEws9UelZNq2LeSM+jbV+T775GxGbK37CADvOyqE8fVcFvXud8mJiU783I77yXwR4BOFUfqyNmTsmrbcvl7yxIF/GOuQh6IUgEe4L1KlZQWpRpI5cIhUgmhwn19IIFBTZoxQ6Zs2+YDgAsPE2dxzoDlGbhnEAEpD3AFjyDL0aKh43s3TEiaJgM7Paxs5enlmAuMgLYCgJH0bSMiSERWJkcgouzoBUy3hcYR5AMQKShHj6yBp2eKlEB2NZsQgSZfEkFKy7RCoNQPBOlUmH8jkXx2zJqWHzkET2I/hCeoq9KA3o2FVjVeNE3G8djZi/L3pgXy+9rZsmYHTMVgylYIIqGu5SrJ/a0bStNixaUkOS9aECizH2xmZfYDsT3YxNL8DcY52PtF8Q1QFOQszhm4ZQbuGUTAN9cVx51hATFr+IS+LU9B9PFCv5fEB2othie4ppvOkUpXul38uWkP4bjdww+ciCDGQYjAUSMz4g3RhDQB+XtZwuisYAvbQiAUECBSpEj6YREgERmQM7h61XbXZwI5IKaNJ09I2WLVJAQJZ/JqojR714OKXl+oUqjoXbZ5tfy2YqbMWfWbpCRGSQkfD3mqTlXpXaWq1EN+bA9vCIB0xzoF+Blp0Lxg3cozkZAmLUKAdaUTcBbnDNzbiEBHBpdBHcGONPWrd6a93H/vsd0yoOMg8fcOhkikINLgga32ctcCuNHemSafutmdIrboC2BUO7CEJhoi0QzRUJzGEehhc/LE9uRYDO/iAmBdQghwbEEEpETDEM3PkjMDk95TTDR9uga4bFFqwBTxDBzcjoCFe7hpXSUrvxs4Au4HV+wxHyCAyOgkmbZotnz5+xey6yDy+eK3PtWrysDa3aVp8eLiSoU714IY0BLgt4AIysFyS5mOIlUrDjAtcBbnDNw6A/cUR2C8PjgDmskNAELYN2/VzFdRvZlHOBBIQFW/gkhxGC5hhYpJkYJhEhwYIiFBRXGtKBSUheDuTjtoF2Qa074wAx8YiMJwxFHelGxiijAoGgIicFM6gniHiIYcvbF9dF8CTzi+BRGg24II+LKmYiHzwQGgyWOPifz4o6ZEpseyNQXtzqN9MrqvjNwSFK/d6YXv4Ac8Gx2fKt/+MU0++vV9OXl2v5Tx85IvOnaQHqD+VWpQA/jbGgIc94UiTG1hIHPMHRGBszhnwOIM3JOIwAQhjAcymIf/S8MpplBk9KVw1GJgoJGhQGChLzB9UZWstfKM9PcOlMKBRVBDpSByHBQBcigaXFwhiUIBSKztV1iCA0JA4XmjPe/RuQqKnchJAJBRAUjz0RQ46RgcQV7an4Z3sRcodj8iAmsVGWxHWXVGgZCiojRnBx6pN2CoVGsLEPURJDFhKVGk9B3vP+DNacW7zF7xu7zzw1ty8Nh2qVW4oLz/YG/pUbGSuJETY2wnW4G/6XwCEQRi/UIw10AExaydame7e28G7mlEwOWmaSkOrLcUIAl6VwWgFkINT05JLo64RWGse479xw+LgnBq49hG5Z/0gcckMy8FgasoAq6CSIJcRQi9J/E/z8MLBynYev16cp5DBEYEUr5LEMxVPCkjsxYRUGTBcNWsLMZ9unxffvpJc3hQShJiSBu2H/rYQ+c0lJCgUJusWfPSZ81XR8gr2QWl96vfvChL/50HDsBbZvTsIf1q1JR8RKS0BY4n05rNgvl3ASII1nw4SNw4i3MGLM6ADV/ivTeDQBKGd+VJvD38eG8tQBaM0mZwDmGxCTHFWc9cPFlk15HtDFyNQD2KuyBXwcATCkkkwG0/IKgUYCU92PTAK3lgigm7vbwC1Eh83dwhv7ZSdMMbCPDp8rx5sxbv4soVkYce0pTHvG7k1LQnGBL6joyHKAnxOgr6Bd9xHAHnlaJE6gO+nPudvPDVaElFysXxbVrLqEaNxYscEuX+2eEAzPcPHwrMU8zfn78Uxl51xZ7WI2nlgc12m4agf7Md8HgSehQy8iNch7nZldmQdOc3xqlhW5i/3T3FiQiyuZbYEJHogjUjroIIgB6TRBYglVPDIH4iYhjgn3qjUl5DBBRHe3oqwCFeCFKTjySstRwBqXxmxTl8+OY9FAUREbAwHgZ/s7PEw5LJHRyXr9fNbHN2dpWrt3H6qAuIjI6T5z8bgaxc06VF8XD5ottAqYyQJw7jADJ4qyIUM2lAj/uQe/VeL5UwAVBSyRJUhsggMfceAP0IfM8zM5kcekDzvk6oq+6mSXQighxeTd2T03Dv32k8DpuuGGKpABHYYXqUg2NW8YZ0RODNaGVG7Gtrn8n2htMYqVuKc8rQclFHBPa+LzBULHJK+CLlKIOY3UklAOB3PxzhBozrLXuPbJE37rtPXm/dGiHM8R6OEAFlNhngpPw1DozyIdbbjgiw90mF09TCqBygEYOIY+Q5Ra00nGLgFx6Nyg/G4GoYO4MyNNrOEsmx8lvbiu/OIgevTxXZ3FNoQ65AFYzpFRzG4vhrFuE1otBOxey4m8qd9UU5aOax2EbAK2NBubEYXyU3XZTy32AoUqgMbXXcddA0WOxG4whIPLpAP4DvhaIhW+IMmfdKBzKj0ALGyGtgy0uzLQYWDdEJQxQzkqW9+CQn5868b0KsQIC0TXv/kwf+11liIk/L7336SLeaNTUugDUXir+Wro4AVmEERxZ8SwSqZCFZCYi5eVhJZdOJgUfWAJPfCeiNtjwnsCcsYr3FHozZBd2ANFWWQb24u7nA3yIJ/j83YbI/zL7jkhgm+0YqxrUSTfFJv2mJcrdEfdG09hl2j3sfxiEc936g//8Ujgy6R26AJQZtHtXfifNaG3WC/r4wiVPIdjzuB3us+kPGE3kOlaJijmsSfruO63wenGrU3LVAnWVwJPitBv4fgUrpwSHUj/FbBK4PwjmRIksX1O9xfbb+nO44lsP/E/XfrT7cc4gAE8lgVr/qE0zZIAshcjJ+IyJg0C1WI/4J9QQ850YwojDynNW4znODMuHXTQolq8BdcRQL5U2OIEBl4HEldZ8dJwfeb4oI6FRG6pS+BrYgAq4QIH8yEBItt9htXi9EVOQENu3bKQ+91lFcEy/L+mHDpE7p0jnLBRjzahwBQL2on9EUUVmG6DMhkkgsEaDTUIIA3agE6sY1HmksYRBWBIoE6vCVyY/QGK7wkHZT1RsKEn8fT716iB8cJwLwvy/Mp3wAwH08terNI/7nPQT2RACuUKy4oD8iAsWx+nvLvCWbZOTEX8TP002GtqkmHWuVkkJ+nshUlyxr9p/N983SnS2PXrjaHO/zNADjF2b7hd+9O35rrs8JNrwQ6DMFJiMQNMM54YRCBCjtUC/ht2n4jf9zHhugEug/iUrAvxZ1LirFTaNRv0btiPYlcCQyQvRFWab/RsQwHPU+ve8xOK5BnY72R3GkroJtYV0hBPIE/jNQ26IS6QxGnao/l/cqRIDyPOpC/dymwz2FCDDJlA3+GVrQr9SgXs1VnNzk5GuKqohDSNJ4pExKAEWRiHCO8fg/Dv/HYWPFo8YhySrbpCAexTUAJFAd5hNNZEJEwUqkEIfnGf8TUUShEvvzSPOXGkQEjLmel4oWZsIb1is+mgrbVoBt+jKk/uEEppSgRABUWlJeTSWyrdAcA0vBvLsCuJAwzMscAcfmi9fcf+KY9Hujq1y4clZm9OghdcqXh9MA6Qobiylw57mBoFVCDZPKbo3wEjgmoSbCi/ssMxlplHZ97MlyOBpA3TBy4JHXDMreOCpWgsUV3CGBcwBcnwN9PXH0hr+NJ6o3TKl9VfY/1iAAaT9vT1QPBeT9ECuD5x5YNy0TDrlMHvXKa7SpVk43ppVP5f886AS8rmzZvm63jPl0jpQt7CdTn2wv9cuESAK/Y3yTdIKsV7aIPNCwnIyauqLAou3HPsc7pwCIf2My6/xWieReQuU554YA/C29DQlBNWl6MYhA43+DNVmIfr9H///gh/6or+L/Y/if97+tNyYQpxiKR3IHm3BYjCOBNuEEM65N1n8jYqmOuhWVYisiBCJeXntA74/Si/24ZwT64Cd6CEfKXtkXOY7vTMZt9ek9gwgwWRUxK0tCC/oXX/DZKKnTpKoF11QdwvBjYgAixJ0gkkjGMRn/J4OSJaIggiBbymMMjvFAEldjE1yi4xL9cWSV6NhEJPZIQJKPBLRNRJsU3AukAmSSgMr7iQTyIiJgBjVvnyCJTwYeM2Jb2wN5+ZHTaYwKY5qUUkRBroBR8mwxHdW38w2MIZ+eKCJvaVbSf2+0DoqKiZVBbz8oZ5APACW1fFBQvnSiIHMgbgrgDSSpYp3gTfVjCkRJ0UaFj0EUEOyF2Di5gDk+D5+M8zi/DMuqi3Hx6jqvXUUYE51k4bc+C1Xhd3c4uBBAGwA7EAA+WAF0b1RfWLYB4API8zqBe0HUIPxPKp+5v13caQUG4K6sygxArc+DMWYCeOWGz6MO1MkNGhJ+W/cUnnfpaIR0fGoSLNryy5znukjpwv5yMZpw92aJS7omwUBWM0a0l4c+XSTLd538DN//DgBPAmEWskiUWXahiMYCtDQsiUx/MhdZcR6xkVUhRxSFamB5RWPqv5XEcbdJRwf038hJsRw0+Y33cHbYN8ztZCwqNxDN1ElUshA57+UJxn6D74VTciy8byeuaTbWNpZ7AhFgsopjXhYUCfIrvvDzUVKrLjizi1EZT5X6SPEzqBZSQq5kbdM+XC4Tf9fFJuqcVBqRCH5T+SiNja+fg1JJIcehI4F4sLpvfviT/LjksEIE2SG6bVxvq5oXQBpNX+QujkzAt2JL+Gnz3gnQyA0YiIC/M1mNLZ7KVo047zTiNiB8HPnBaNl5eMtZjOxf9wIFepSlfsQwn9U9hVNIWMD3Ih71ChTrl5Bz8xKUx6yXUelJfR7UfER0rJwDUKeO5CoQQZxKoWehAPy4Ya/6QrxSONhX6lcNhc8Fraw8IDbxzleiSMF8hfE/KXg/iGUMJOBD7zZ6PnLwRqILg+0yALnhDamAvF5BzOQqa4YxvvjxLDmH3AvzX+gmZYsEyOWYxFu+H366sSDYfLAQnw1qKW3emu129krcJMCBpiaKYDYjQkiPRbRpJVxUplZ6qYbjcsszrq6yLwJvIgDjf6M5kQBFOUZpjBOKz4hEzHUi7CcKtR/qg6glMd5UXS9A7sXo2xQpUSw0FJX43lwEZmHIli/d9YgAk0i55RywtGX/+HSk1KoHxiCKov1MimJR+buddKdaJpO1wqkrNqU/PlB/Qn1oEIuFBAEeXsujHAFFG0AEUXGSCu7IJhNS82nlXOqOYOqnQhAr24n5GAbE7jWx+pPIRkO8qj/0Aj8umSO/LJ3Cjrbww4buMt+nG/4FwL8mZyCqiQTAJ6AnwL8IYB+fiRGKm5ebAuaFi/lKsAfCn0C2HlbIX8oUDVbXPUCZE6ATuIfiuoqTBSqd8nUVkIlYydDzmIpgCOCvm1DsAJxaMfZ+NuYhJ24FMtu17ZBMnb9O+jWtKO1rlJDL4Loz2krcKXHgwsuGBMhL3evJqO9XUqZP4Eq5OwExRWEZaZso738csON9vQ2lCSv11+J9BPhUdhuAn3DUtD8q5SnSYaGo5jH0tRTHfahURFNZnIBrFMldNZkucgkUWe1BJeVPKyYiq5aoZXDeEEc+i6I7o1AnMAmV4ivqIewqdz0iwKy8ic1Sd/rYgVK/McRBV0xFf3bNWdY3mSMR439DrwCdQ6rGPoCgyns6AkptfCEaOgtARXGYu6ZstL+YIwLDN8EehGAnbrZ/8NbfSYL/9MWr8saUZ42buhIgU6w4bs1qcfNyVQpRdwDngEBPKV0mTFqHFgJA94O4xQViGG8F5EuHIZ4Voo1SWe9FJSvEHG6g4JVcncXgQBWAx/8KqOvV4LaIgAncmY7vbijIdv/xL/8o8uqZznXASVnx3aBxFLiW3o3Ky5d/75J9Zy6PAjD9GV0cRn0N1eLkAEjP0uX8bdCGnMBqk7a8jxmAfuFK6FMbgSPNTw3gAo9KTUeAviLJieB0CCrkozIE1+br91FvccVked7D+S78vhX3PILzzqhHUGkd1BeVFlY0dAkw7kHbaLQlwUE9hN1maHc1IsAEkaV75vEezaVrtyZZcwImK5LTp/lyLwOCza9COM2cBFHYVolEBJr5oX2FWIUKY4qYeG7Ezqcexh5EYN8ocuUuEOPy3Pf/k4hLJ2XK//pLtcolxRvAOxEA2Q0+GaTYCwHoI4O7NhcG1U5/DZpBco4YCz1NHKeLHDlPRiRDUvUq7DQqgb+tcvZcmQkHPwTzE3Xmkvy2dIt0ACdQqWiQXIV+zppCBXJBINU+TSrI67+tJ1dQFwCTgPqjzO5Hmz/xO2u6gusf6hcWmABjyuXTTDbRZif+Z1WFyAAHchfmfREppRW0+8rkHiIgU3HUp5bGCxhH7oMI5p3M3ier3+5qRICXHxng6+ny+lA4AjJmcR76aPIwYaumyQc5CfipUTnpz/AH9hYqExlkjgHm6GHM/Absj8jBFsshDOoGqF2m+cxrEiKuJXSrSByzXaYv+kyGdG8kg4eAmIMli0DfApZKA940MIBu6vSxCCiRryAd6EWkA41EIvkY5XVMyzQaJhB4UTflhuqDeE9U0lKRWzykoJQCt1C0cKCEBweIF4MWUbZvUP9EIEQUd1uBieiKLQckDkYXvQHQVbHyNUmy06KoXY3iMv73TTzviktEBHd80Q1gvsWLUBFOcZbd5a5FBJgkytu69WpVW8LKAGHiQ3MW62ZAmT8ibzG1T1egoCyWHcqd91JhTEshIgJ6HdOMlP/bWGg1lB/Iw1RTZmMXOdKcEhsS52OnjIF1jYd88cqjSmiQDKXm/uPnZOu+47Ju12HZvP+YnIy4LFFXbkokYI4ALy93RAn1FR83iIBgseWS3xWMwTVJQirT2GS0T4yF4Xoi1uOmkji4sKeUCw+RpjXKS4OqZaRhlZISBr2BlqgBIiHWPET4ZHfi/960D6IymIaWKSKJzCJlQ0mCGKkMFMvViheSTYfPNbfh1kyb6jAmFUA4yrShTqX7ZWbBgzZ0FItBmyx9OzIZBEVUr6Kuy+473bWIABNDNjCke4uaOFhJPmR3Nu+S+xVHoOckiEqEUYUtlLv5HBARMCopHcvKltV+pQWNHTGHrsMiK7+y1so7E21wA7P/WSQbdi+X/w3pKKv/Oyw/v7tOlm7ZI6dOaxaF/gX8pUrh0vJQySZSs3E5KR6IKLRAtiFMhOTmJW4FiADAPSmkS12AJvZJgVVZyvUUuQpkEBF7Sc7EXJLDED1tjzgk/504JB9sW4GWfysVYsNqJaRXy3rSuVkNqVi+mBbhjpY9Jt63Dp85jA2xMnJAzEelNaqyPEuW9f8dk/KhARIa6A2T7lt8eDJ9LRIQfuDKapUKJiKoDCAcpItrsjsdHdHBy+ivFvoztO3s80ttAdNZC5k/aw0uvIFKmb9dBc+kfoH6i2yXuxkR1KMnY01+EGkWEdmer4w7QEhpZVLKj+IOLwZHwNegrbpDZPnmCmNbTUgpGsqDHAGjcMQmXJcPf35drfoHvyyRcVMWIZ6Dt7QsW0/GdGggjYtVlbIFS6gMeBrQxD5RZsYU5UBkxPM06l0HgDrCcwVycHWFpy3CfoQWLCa1DaDL9ikJMC29IDvPHZLlhzfJwn3rZMz22TLmo9nSpnEFGdqjhXRuWl28CgVAPgKEAEdJhxVlRor+Akqhb/iJpMCfSffxsOoZ6n31qqz09DkwkHw+TKwLxN9AZtGXo+RYxCXpUKWoeEJfkIQ8HrYW6uTKhypDHlr3lESl3D67BRhYPkOlMngFO9OtFGnXPyKLzumRTJ+CPFHufKiV8TRWCg8JlDDUHKWIuIlBzUlIDUDN47BZA7fGjzVLhMCPgLve8eStuSOqAWPU92YFc8Q23noo6igGjsuOaIjrYx5qghyBkefAmr5188c4OFEFu3spHyaK3293MbiBGYvnwmdgqxT3D5H2pZtIj8otpVHx6hKAcNkCMY+QamZNAVK1ZgH4YlasEwFvqH8RCQ0qLu2rtZP3O8TIf0AKc3b/I1M3z5eH1n+N1NE+MuqhdjKoW1MJKQZrRVisZRsh0NKNSCysHtSU9WEUOQ/EFgxmDKsmtTDcbDyQMNYBvTrq+974RlygYXeFuNAFShZ4tIs7rDLdqPvgEf8nnJELB36RmJh4KQ3xjjXTYmlfMBJAeEGl6+IHB+rQclh5W/YUKPKLAPwrcQ8tfBQiQKHoibvzL/6D32lm2h2VWPh3E1EQ5YMMa0NlbytU6i3ao15BG7vCRNgydvO2dzMiCAkDJZSfdtSGTJFUu9qY2AtpAMj83NgrxlTxd/NrptOoUzWhtZF5APUCjAUu7AY7C/NgAgGy+zlcCBgJV1mNfMrUTTJ8huawRqqSMVt0D3+0Vw6ehE8WrPD4rXp48KPJrzxVs10MhTGRCnUEdCqjSarhtWzFA67rQedKevooiYclLyArunFoE3IDUbEpMmHm/6S0f6j8++TPUOqGa1Q+gX4yRplKz/8cKtzL0COoqrZofqkRXk1qlKgtr7Z4TBYfXC+T1v8ir3w6V979fr481/d+GfVwWwkKL0Q2RvOet5UOIQLgt1MSpu2FYY7NAtGWXKdzGTeT/j0Z3LErgDmBPQE9wpaIG4wF2J7XCeyJBEhIkQOwVNzBESRoWD/E38tumuQ6NnUhmuBqxbDxd8TC/IhOPgJAd9fNNx/A/6t1PwFsBvkDFXJR5bz2NNp1JQLB+SxUcg0UEc1FpUkpF7Il2sxHmyccMThr+7grEQEmktvbl67xihpVZAT+FESsFxdsBm5axZabVFJs/F+xqGZVufjr1XRm+RQDsZBNdsUGD60DpymENDq/C8sPT/BkUkrYA2ZsM8UcWrH1S9TuUtaH6JbdRMHq5Ny5A3L8+GY5e3aPRETsk6tXI4AI4gDorylLG1dXBPeCTLpIkYqI9lBNSpeuL8WL14ERj4dCBsyKaMo5MN6QuPjIpThY+1hLxWa067gGjHfDGEOGspgxh+BcZZX+AYAnEVgrEiaTBSFeMQKYWrvJc6odLYV+WDJfjp0+ID/1HCfBEP9ILMQkt6twLyZriMcdYpXutTpLd3AKa49tkQ9Wz5A3v/pTJv26VF5/vIeM6N1SXAFYJYbIyko6m4QUv5/SrSESKnnzLX3CNNGQJzg9fgOKomflHiK1D6LXFrERe+Y3yj5vxCBmkvYobxJ1dhYGd/SEuW5+7CV8exikwwopf2KxxqjkCpqhjtZ7fwNHxgUix0DugJT+06ivoWLzKy6Bb8f7yS38hDZ0emN8pCfpVeywUWbR0V2JCPSJdXMn6Wh4VXKzhwFIc7OalzTAjzYKGZghCQNhAKgquahCGnrlx0HlnqkoiB9DOHTVwUQI4BAu7dc2dQFQRnr4ClLrpIIY18fawlsJ/AkIL126KLt3/yXbt/8h+/cvR1h7AFm9+ENc4I3cyoFQSBYAtcXgdknIiBYdHYG8Mdtk/XpNxhoQECa1az8gjRs/KuXKgZtBoUqAeM8d1JsLksBcjAciyG4hImDIZYaaCAPQYAA6+hPQhNSamEN48UgorckFFEGaSlssJBWeRrEVDmX1ypSCxGGuPpn1jhT3LSwPVLsfill+25kXREvKpAEk2Ra5TzoeZgwTEJPz1j65ZxOgqMaLNy3bUJqWaSBrD2+QN5d/K6Mn/CLfzVslHz3XV9rSmIK6A3jhZjo0AmYPENJl2gIi0yHWpBSpgYVBtbXw20kBx0nklYyxJqLyyBhXJKAQJwmx0JV3u1pDa8SImY3BYP4zXwSb3gLAmsElV+Km7jhe4DBR/9E7AQAQN1w3FMK0FDImz1g0wmDqKwzREj9ksuG0GLDAr9s0PKsb362IgBNw69eR0cekFHOcdxSyqY4q7mCDi0OPVLiKxh1cgm5IIQ7qr4kIGFrXutj6hJ38Do4c2SErVnwpGzfOVMCd1H65ck0VhV+0aFXAVyjUoFgkINcCtOkyWRxToGRLSLgKQvycnDy5Qw4cWCn//DNJ1Zo1u0mPHm8hh0x1BbPdIYv3gLzWIRwBX5jY5Tz0J9Xg48cXISKwVmEMRHImGoABpXhISY0Js6KwHTJbqsddp85bX2Irbs2yiTdw/Z9rl8m+I9tlcscXIekIuAURaBvQHPAT2OMaRYYuwOqG6FARI1wuHJUI04RjBLFA8Z6mUtJfgkQJ20EMlX5bmz2V/cHiiJPQtGxjWQqEMGfnYnl2wUfSbtiHMvyB5jL+md4SUBjjj85AjHUNk+cHKQeRAMU5thQiEAL0ZIwhCYiSRwL8JFQiAeN3U4W58T0qwO+qnPFY6A9gb2FXNCNFuA92kR2TTUtDoHiIDl2Up64y0QNwsf5FpaMYX4aiIoNlNN0YxkfKvm8LTL4tD7V3MW24jxML/yNdfq+4AtTTWBMCZ1LmFNdQdskjgX9+46gretlGhft1gIzfA0DPrzjw/hFt46MkkQpD36TYMyskmOnYe+TIHvnzz3eQDlhzRiTwr1Wrm0IAfn6FVdaua9dS0uIXpcCiRKMib+43AiDmI/b1LSQlIEdu0mQArDqPydatc2XNmqmyY8cf0qvXROnS5XlwHvkUQrkYd0kDSgZnZcMipGvK+01zExQpYn1PYIGOkntAKVu0vNX5isnY+dfUpiByi+MQAV+FOGzy7x9KIMQf/Wp1wYJqQNSc2FSzbwB9rjXnEgj8UsxFOXj5lJyIOivHr5zG+51CxFD4DCTESBwoZJrKaiuXD/4FiACKdQv2CZSSQPRlC5WQckGosCJiTKh8sCrSlNFJwCMaEXkTjehn6rlECPmlV+1u0rpsIxm3/Cv5aPYP8vfG3fLN64OkNbkDxO9RxhXq4eSQUUntl7gv8/UiFZ+INSLnSyCfGKWd87oS8ehcNgG+YSKruGNy0/zGMgBFGLePt+bZfomIyk5hCUVCV/huWrnJPlu/CzNrSWqeSGAQaguThj/g/EXU3/VrH+L4jH4OuVla0DlNIacVTgT/z9VyVyICYGRm/0lRVLdBLnHTRZ3A5OrkpOmGMgC+suNm1Tcnlb0KUZhXXjeQiH70hgKO18xLHLjFiK3Yese0fnXEwrHlB2AgcM6IUfGiCBfWErNnj5PFixmGRKROnZ7SsGFfRf3TuSoZCskkBYQy+kJuXidiuA7riesEGhC08NkFCxaXTp1elrp1H5AlSybKnDlj5MyZXTJixHQJAtC5empP9iKQGvOhybO0//jC1Fzb4J+w8dQJBO7zk3BwBNYQhoQ7blgSL+Bf6jBdQcheA0xyBF5H/DPZfmC/rNm6RF5o3F98IYpLVWIhA3TjlEAfehkCvev4bf/5Q7Lx9G4lr998apccuXIKK6CvDebGyz9YIV4vL0QLLVwkTWR4HWKRE0AQe2CNlhh5WOJ3L05bjwAQL3WhHG5Rpr60gfinZmglcQdiMCyUVOKjtDEZCAH7Pz5KAuDA9mGPN6RjhaYydM5b0mboBzJ+VE95aVhXgCKsFbyctQi8OOf+jzmLyeQep87TQiG3e2o1b9B+NERcadw2LmR0b2YgD/s12N9HPBCj6fhFIBg7iwtkeYhAatyNl3FcAbyh9c909AiWSdYbPeP6l7o5KbkFSjY/wbVl+u8bceQHwY9xHaqu8VccwwZ+JY4bYdY93ZWIQH/t2CgAURVhkZuS05oh9Y0fFQ9BaopV/9/Uzpmdptk+c6PrCJx9k2qqAKrQVIFGFvjcDlDBAKRk4dVHcJM6TwEicIFowIivb7pUxFnUpe7Zs1GmTRsCBfBuqVSppbRuPVKKFauuKH+KhbK7V4gYUmDdwkqE0L//ZCV2+vvvTzA2ZIoCULmCcSZBUetOwG2tUtHSviNrQ+Xwb79pugJS+NYEs+NkQJO96vgRqVCiqhRF9NIszeG55FieAEjkWAj8vUuCDoC6xhGIgFEdpi/5Sq3msHq98Slr33A+6ongHcwSHX1eVu9fKUsOrEFdLUdiIBZDcfULkgpl60jblr2lXOlaEl60Aji6QnC2JiLwVioTRSjrW8Uw+aWVV0JCPAiDi5i+c3LsxH+y/+AW2bV/rSzDmr2GWgLESK/q7eXh6p2kHvaJ4hSwT8glpEcI6FxZG6VIa+yrbaOqyIg/3paXJ82VbfCC/vbNweKPkBbKsojfwFkQMhHboSPwhwkGdDzkbn3B0dHyxyj8jUQtuWxHFjiPFSzoJ8UQVmPf6Usq/IbxOdvyGBI9h89F8RbKGEGVObYAwI9Hj6zpih6biJyA+XVaFxmFZqOqoD0RCbBx7pa7GRFcjLgULakAZPlUrtPMECy/PE78TUBttTGPEkSjbwPJkBS9AOBPJECZqOImTD4OPgKbmTFlCGxJ1ZsWI/f7339/J9OnDwXh7CYPPDAeSt3uqlm8FQpJe7ZQMsQR1De0aTNKiasWL54ont7BEgiuKBaAWAWes1amb2kAhGy0V922TeMECPGs4QhAkV5ArKI9l67K4ObNEKUz64Ca1OP7lAVMNrELIGcQi8//OmiD7CADiqvPXIiVWf/MkE6QuZcOgz6Qobq9/CUh5rL8c2CVzNq5RP7ct0IuXwMg9fSSqpWaypC6HaVyxQZA5NWgpPdWOJA6UBU4VD/qaQosLp9GHHhBrFcCfZQAZ9gAyOJxlffn7Fl4Ge9aKavXzZWP/p0pH22YKY3DqsjIJv2ld9V2UPpDHJoYo0SFRAg3lcvYt9AZBUDsNLPvR1JnVSV57q+PVQykOR89JSVKhWp6A0XEoC1NouOBwLm/aRVEpTF1B6weeAYthNJEP/bsQgv3EBOCBauPEBq/L90sFzCeAITdNs1VnNWTKBZKBBu54wStNpUTF5W6zmIyA3czIjh4FgG+zqMWKQqW9tbUkg7aCPhCVTIPkIlXT2p6iNhzmhURzeZuKWiPLz8uIRHGM/7pLCHYDeHtr7++JQsWvCHh4VWld+8JEhpaUSEAsvo5WehzQGVyixbDoNc9BJj9u6QCYF+FKVFBBovLbiE0o9bbloLnbzsXoTx0GlRukqXFEMVAsHoVvwrpH0IVkHcJLNHu7CECZGGU35bPRwy9K/LyfUOV+Oe/Extk5n9/yi/bFsiphCtACr7SuGk3ua/JA1K1SjMpXLiwwnuG7waV8bTOsqUQHlrCw9wzJUqUg86onHTvOhRGAMdk9drZsmDJ19J31kvywaop8mbbUdIZCCEfOkil7iiduIgIGggL+/XZNiOVB/SDP70gTQe+LQsnPSvVawGjXiX3yX2u6884cCK5K0c1vRd9ATwCdC7ZwXuULw6xThvkEZm56F/ZdfKitK1e0iZE4IoQ1qcux8iO4wr+bwDV7eBB2rKSebPt3YwItjOi4x6ktitSEmxsToWZMBReJyAfjYfIj+IliwhA3wCKMr6OFJcJCBsQrkSwRkRmwshffx0LpfCbUrlya3nwwfdV/uC4OCpKTbiVHNxLRAYUFbVr94wcPLgOAO+ixNDJwJBV5OCzLXaN5645flwh2uoQqTCIbGaFuNIPRDqthcwLEUEcuQJaENlhA6CkVOA2fvj7WymK6KznILvv9HlvWXSUhiFILFsHYpnWj0rdOu0kOLigmjID6GdHqmb+HqZiIyIHPoOV18PDS8ljj46Rnt2fhgHAb/LdD29Il5mj5MHKbeB5PEZKhJRRZqXpuQPcyH0bFyVda3aWNfCI7jh1pDQf8q78PXmM1G+ACVXIwKRwAlWaShRywdSFKRPqHNiniDXUpn5FPC6//L7xMBLVl7ZpF3pBlrdq72mJilOGGgtsuvkeaXw3IwIqY6L/2rDHr3W7ujm7nIQ+/BDUx5GF+Sm+k1RYZUTHxisLHgMRUCewYMEXCglUg036Qw99gDGn4gOnSDMHPq5MZoSIICioGMQPPWTVqm8QtuCc1ChZMmfn0FLvhGwgozecPColwuEIVyg0zUncUnOKhDyB872KWR4qkYMXkEE0LHntQQQUS+07dlS27V2PcSRLr1+fF59CYfJw39eldctHpFSp8mo9CZQpsnFUMSzHVJ53WpnqUk5l46BNUZqXuIEUqH/q3LkfLMN6yZy5H8kPM16TpUDsn3d/XfrW7SX5aGEEC7ZbREVQJNcrVV/WDP9e2k0dLq2GvS/Lv3xeGjSCwsUcGRgvaGp+7aiXNu0HYp3w0qHSHomlZm/cI6890BA5BjwRnTVrM3uKhWiY8cs6SoRUfmBqtJ3FbAbuWkQA9i8CGvt/Zi3b2v2N4V3FG1merDI3sXeLZBlbSO+YGxPcySWkyyxWPlgBDloH7dixVn75ZaQyB+3d+z1FsV2j/XYuIwHj9elzUKVKG4UINp85LQPsnZfs3Me5QliKHRHnpWmTNjCVzCdXoYO3VIiLC2CJA2pm/kAfEJPxJwBQSRza6FdAx9ZFG+YoJFCpcjPp1PlxadKoB1wivJVnNsU9jqL82Q/FhNQlnD9/VQ4d+leOHdsNRfEZSUiMg7SkgPgHFJbgQsXhIV4JeoPKyALqr0RQRAYcD3Xz7u6eMmTwq9KoYWf5eNKT8sjsl4FYd8jEji8gYrW3pMK8Mz0ywLwkREnFopXln6FTpOU3g6X9yI9k1bcvSQ0lJqKSJTuLase9nAzo+Z7r21oWrdkpU1fskbcebAy1ByzfMumO+NIPqT7/3HpM1h1QhkLf6mEg7BjE3X3LXYsI9GX74njE5e7fzF4lo5/qAXmm5pR0Wws2NBOQREZfl6r+hdWHfulSLKyDHlWhn6kTKADlHMND5P4Xd3NmrgHYBSGYmTusQ1YfgxzYiELqKEhnzSIAqh29cF6uXEuV2uXrZQl/CkC0lgR9YD5a9+LcLeDmFKZEaYCfyMKzKExHDlmnqzaGSeo7Oj5VfoMSvxislz7+aLWKloFsnip6hqMLc/dcuACl7ZyPZOXKn+CCAf1TJqWARyGpWrmRNGvSVRrU7wgRUZiWyAzIKRpWlxUq1JBPP1ol3019VT6f/b7sQkiSmQ9/KEXB+aXCwUvTG9zUHlCJXLZIeVk25Gtp/jWQwYgP5V9wFSVLw2qI1ni5LSqEG3erZtWldf1K8uH8LdK7YXkpHxaIOETJGe4Ld5jBxuD3t+dSOCBA//Kto9fpbunvrkYEtNkFV7Do7e8WduwKZ5kyFWE6wgQ1ub2JTXcL5JznLkdLMj7S4EIlFSJYsGA8PvSj8sgjk5RIJi4OCsfbOUaCBJDYbjCFDA4Kl70ntsgxmHuWgtJTySByqwD67gMwZKleumam+n5KJ64BIEfCKIkWwK5AAoVbaktNkdFlwAJlxat7aFvLwBmviiRZSCyzWw6eOSCDBn2guDhS3I4uxLNEArt2bZUJE/ooiyAWD9f80qxSuNQqWViKF/JTlC65xqvxyXIaCXAOIJXj5oML5HMorD938YVIqJv07DZCalRvqOaACMsFiPWpkROkTOka8v6Hj0qzr/rIHzAZrla8pqQC8N+0s+YTcROuVYD10V+PfS6Nvx4knUd9ImunvQqrJwyQUUxzkzOgiTa+nc9e7CPVH3pTnpyyTBa82APxh1xAWMEy0GQs5ATc0NYHLNxT3/8jOzVroecAD3JgxRy9A25Pf3c1ItCn9OnI6PhGj7wyJXD51DHizQiETNZxuwAtPsbV2yiqRATf8PqwB4+WZcs+AMXWXOkGaLVzu5GAsRVpTurp5qEsdtaeOoU0iaAGcxMRYI22RZxR5rclQstkqh9QY9YNWwhMGezScPWgGEi5iNBUk6bxbGqjWIgI++9/56l769fvqsQvOVFoMHDixHEZO7YLYvRFqEcMallFhretAaAcCH+OAtATaLkZ1HtgjgqAy6R9/VXs6/1nImXpf0dk9rpf5LlVP0qNut1lQN9XpHatekpcxIyhnTv3lRA45r36ZjdQ+/1l4WNfS+NyjZVTXHoxkYYMapaqJ/MemSj3/zBS+r30lSyY/By4Lsg0rZDRZ3uOTJENuIJKNcrIlNf6y8Cx02TA54vl2+FQzPt5SgwUytfhM5Qfc8HgdNegTHnll3Xy7XKYiYl8DCQwJ9tjuYs7uOsRATbAYXAFAzfuOfZHn+e/krmTnoJRj26MnpsUjQ6oKETeeRjADaVCEOL97PkJuoBkadnySRUyOrPgYrm9D+mBzFAVLIsPHZL+9erl7hA4VxFnFVfCYHPWZihUImUTK1VaCaUyogeBvx1rTrEQdPuyYPWvUrxkdSlZspwCqo4upE2oM/r++1cVEqA37KTHWsqQVlVVnJ141LgMrN94ryva1ytbRJpULCrPdm4AS5mT8vVfa2TM842kaYuBMnTQOCkWHqpERXXqNJbPPlwnL73WQdpPHSyLBn4jzSo0s4AM8JZQILev3kG+7PyyPPHneHn1o1/l3VehNYoGVsnMPSejCVIvSpNr/YXVkf/r2JnUvyGCND8C+Tw6pBNw0A0ZNn6mdHh3nrzQra40qRAG/wJ30HgpsvnwOflk4TZZukuJ074CDHjW0Wt1t/V31yMCLhg2wnwgg8cXrNn5zSNjvpIfJw6H+TdIvKxsER2+2pRTpEqMZsYmB3dNlY0790qRsNrK0YhOXXml0NGN3stRURpVuhImnNGAIH6UiVhKYuDogeP516Eo3nPhHByx2om3Z36VZMvaQhGQUcgFKD8nO0xG2YcHdA67jh6U/af2Sr/+byvdAIGpowu5jmPHjsuGDXNV16/0qC/D2lSTi9EJaRxARs8kvGTM/ThEEY1D1AJyCR3rlJH7YWq5YtcJeWfWbzL8yUXy+OMfSJeOfZXuoGzZ8vLh+8vl+ZfaSMfvh8nSId9JwzKNICaKulWBDG5heLPHZPvZAzJ+2lypW6WU9OzRFL4EFLVmMRME8nTHZugKAn0A62R4LV+FruE89HY0nLiMGoVrcVjk6DhEmsV70NonCciPzmPMR3HNOOIbcodnX5EgX9l96hI4gyVSrKAvQlF4Qo+TbHgQn8KoxjPMg6PX6W7s755ABDoy+BbIwPO3ZVs/dX35W5kxYZjkp6yTRXnr6FSIOgJq0OXE8O83pUrUNf03e3YENvQFXWk9Y/EOdd6x0+PKy5hxg/JKocL64sXdKlJprdrtZfu2vxDm4bh0qVEj1xDBJUDb4zGJ0qFkVUHKWYm31gmLBKYJIriWTfzKZ6/e/rdamnp1O+WYdIwWP4cObVJ+HGVC/GVY2+qAs0hab4eCnlE2CRQpOmoNB6zmVYrLjBU7ZOwXA2TzFgD/0Z9hz3lJ8WIlZeK7S+W5F1sqZLB2+EypXLQKkAEUyLg3zQuZ3wTG9Vm3V2FFtlcefes7qQNv3xIl4X3MeNzmyIDAn/a2SssOf569J2TXoVOydf8p2X8sQo6fRf5lOHuSKLp2k7Dgl8WPgCtGtE+FFHkvI/YLpZRG5XVWtkuCw9h1VI7iOCpj9yxgzLG88j3l9XHcM4hARwaTgAxcZy7Z9MGp81ekBpTHBZFdpDAoi0IIbOXn4yH+cB1lrmMvbGIPJLJgCFw3UDKu+ErdKBclVcM4A6Zp+dRHYPIlpPsoTP7hPYidomIgoZAa4n3FitUAtWMDuZsLu4p26PsQJoFYb+CjE+TAsT0yc/sWDRHkRgEAOQwFNfFxxeJVbIpuQclDOtFQNhCB4US2ZP0cCSwUDvPeqjkiFuKUahk9Neug+2uWhK28h0TejJhp16wrhTIUuy6gxIe1rystq5WWp76ZK0+M3C7jxs6C4rgMRF2lZPy4JfLM802l0/ThsuGJn6UIMq5ppqUmOxt71A2hyX968B2p/lkfGfj6d7Ji6ssqr3CavoDfhpe7pIDCX7Vyh8xHXbPtkOwF8GdYFRTaccKtT/bpQJvWPGQ74Y6vAq6lIQFLHsD4fgmz6C5Ihx2jgk1FmmitkgTg733Qlu7wbMMYGYZWiIMgsiFZQS3yXjwHZnH3drmnEAGXmkGguJlWbz/UHZXRaFjJGnCzqEIqikjAG8jAE4onD7C1HmlHF/zvpv73hMWC+s34ndf0c3fc7wqBrys+EjcgEVcgEHfIGJLBFp88d1kqFywthxCR1AVhJvzgyckok3mlMKQ1vZkZnrpq1fugHK0hDereL38unyJXEPcnkN5vOT1ezN2hSC1aadliFa3XSxJy0UzUTDRkr20AlhGUK+Zi/wZp3nogYv24pJmLmnr42rp2vNcSoW9cq1Q0yGH6IpIi5BAuA6kUD/aX+a/2lbE/L5PRo5vL/16fg7VtCGOFivLW6/NlzIvN5IGZT8vyodOR5cwdzo8kug1FAMU6sUDMNeXLLi/IkAVvy8ffL5LRI7prmc58vORKxGWZ9uPfMu33dbLz0Gni8cOo61EZdRPR6+S4Sbx+Zu0ioA5CDUQtheqv/18IvyE2jPo++Tui4AmEcupb5blRjXDO6ZaA+pUCwKxKmY5zb5h9UQSlhaZPV2LwHLJ7kzGuf2xdx7ul/T2HCLhwWPAJOEzQQ8RyIwXoG44UhB+oKL+EpBRWbjZuPFIabGccjXMiD4Pi4JHzafzPc0qljZrO//6JFn3kJ8SnOQW3UIph7NO65cQ2hPwVVN+//36rsp517TpaKTBbNX9YViydIvP375NHGzfR7BFzuOy/cAGRJbwkrGC48p61pihFMVaAsYVYVJ51MltZybEz6Jxioe0HN0kCHOzq1L4/HfA2ckRzbLYgGloGEY/SAEtlUtWlkjwGBMI1GoVEhj162MzmiFNAZTOVyhMe7SClQzbKS693gMJ4vjRv0gwIvzEUyz/JxPcfllF/vCVfI8RJPiTAoSlxuixo8dEyuHFf+X3/Knn+s9nStWUtKVOppHwHBPDe1MVy+NQFDp3U9nJUAn+6AcLkTMhOFsV3BztkCUYlgOe3RLRNIK9WiUQTiTACbx9PD3X0A6ceAE5dce04+gPp+OPcD+c+OsHmBb2fJxaMR1YSaG7A5F5IWfv5jL/kja8XiD+4lV4Nykqd0iFKGb//dKTvnE2He528FN0L45oA2PCSNfvsbmtzTyICYxGx6IRmrNy0msG2jUXPj2wgBINV5f+cW1NkYPxfG9e/bRheLXUvArsdOrwescAI5eyEVDaON/PmqeBgvBAh+qQsX/65lIcTV7NmXVXE6Bo1mktgSFn5euMGebRefQ3y2SG7tmq47BuQcheCzYUGQ3znX5ASNeuKGSJQmUWz4aBNad6qbUtgcVRAKlZqlBbTh4rd8eMHILNbGyTyGWB1SAl6Cy9d+hvqd/I8gG5gYME0sRcRSnGIwViuQu6eEzuCfdLihtzBsPsbQBTqLiPe6SwuY/+SxvUbSqeODyH3NRLV/Pa21IGu4PFmg/GFXEmvPCZ2xdp/BX1BpU97ySCYcgZBtPr7iu2ma0Qg3wPAtg+5Z3cAZX9EDS0IoMy2gRDJBiPUdSHo6dQ1P291DEAEAB9EGyVwVxXnbnTi4EIomZ9ubWQc+URDv2eKUQ1dHp7z9VcLFBJoVbWYfNC/uVQOL6jHWmK3+WVUx1rK6ey7f3a/iO85CHDhces2293T6p5GBI5YRj3BtFJYWdMfNloY2dUyQeGpjUvUkt/2rcgXi+Blvr4UD1nTQ861YdrMAiD/F4DlT4IIYPjwL1T+GMbN8fd3lQ7tBslPP7wiO0+flurFENAnJ2wo9ddLBbl84NJ5KVWuDajBAlpofGsKEQHgBrkCBSNoOmojxW48hrCH6pzVUJSXRsC7kMIhaYpiwqH9+9dLkSKlM0y7TE6KXAPXlUDeoP6nTXsBQf2GQDdUUF5/vR/yTDwGB7DWypKnZIlK4h1QQnafiADwrWnNG9vVhrqDSxDnPNy8pso38fzb3WXCxLVSqUJZGTzoLTkApfUTC96RWmGVEXuonvI+Tldg4Va0cFmZ2H6UDIdJKUWgj/dsLiWKBBG45wsK8HYp6OftEujrpYA+qXh3ilehQ8hHCyLK3KhPSAPe6N04J2BnUCV11M/TRQ/WDTYye3PyJEAsf/2xToa/+6O0q15cZo7qCC6hwC16F384530+qBXCcbvLh39uHYpv9IguNbBrbu/Em5yIIPdXrZoPwvYW8S6Y2ihcU7weP7EdlGBNZS1yuwoT5Hh6+qukNHv3Lpc+fd5ADoR6Sh5OQowOVG1b9pOffn5TvgRX8GVOBqEDxKTF0JnYJGkJwGgAUGvmRomGTCKPMloyCVh7TEcJp46dPSOHTu+Xng++rCJomwZi9fDwAQCEHN2CDIcmplFR8RIRcVghi8BAH4VETpw4rNY5OLgEvIaPyn///QPnrtJSr14T9OOBdh7SuFE3Wb3pC9jEI4sdJt8eqyFr5optLsE0dWDr+nIauTvGvvWATP5snRQM8pYXn58hw0fUkAG/vSRbnpoj3vAyp77gpogImwLIYWj9B2XKlvlyJvWUfPnKI5I/OEAL0co5UckWCNB1oG4AemLGeHIVObjfIVqLuXBFHntrhpQo6KMcz6izi45PuUWMl6DnMn7zwUZyIOIKYhMdfRPIYAmQwX/WzuOd3u6uQgRYvEpYkGGoBAUUJpDGpraLO84wNeO5IRIyKHley6iSFuW91xwUx7xsuH+I+Hh4S9XCABD4wPYcWImgagzrRsbd0ZLhrLcokQAjoa5bNx1ezpOU5+zAgWPTqQEIAEuWKiaNEWP/h9Uz5a029OiESsVa4X3Ww7jZAh/s2dgYScRUVCgGRGCjjITxhIyS5kNgx06n+Gfn4c1qI1Wv2tJqjo1IYMuWlTJ58giVWCgpKUEGD/5A2rfvLLNm/QEOK1rWr5+N42VwAbFouxDevsOBHMIUsujcYag8vfhz2QLHwyawbKPXbE6WSHAGL/ZCprKjP8n7H4+C8T3iKRULkTHP/gCOpZ2MWTRBJiMQYj44GBKWG8jgOjKcFUBCmkmdn5fGUx6T5z/+VT4aOyjjKKU5+RLmfUOsNBEZ1yJgojrr2c5SGN7HkSAsLOlyuL2SgbDcwH2883Bj2XDwrPvlmMS3cblLbg75dj7Ljs/jdg4342cDCbTDr9N9vdyLFEVau2S6v2PTXmd8fQiYaat8DcdkAK4UUAA0ZbMAcvnNU2BP+2XjyHOFOPAMA4FkdGSkOKOyjen/RDREPNVKByDqGbgCL0R/bBhe/cbiI//mP3Nmj4Qh2xVFMrmnL0hV2cjc3X1k7drvZf78cciD0ERefvlHNdGmSlDlaoHZ6dH5KVm/aqZM3bpFXmx/f84gArAAjG3EUiKklNUAWN2AcaazGMqGTpsIaP3OFeAmXGA2So4t671PcdDVq9FAAiMRSvw16dWrjyxcuEC+/fY5zG1jXHsO/38OvcLT0qpVK3BgU6VnzzEAvGGK++IzqlWtKjXrPyBfLl4hLaqWzPqh2WxBR7REfBMfD+4sTV+bJn8u6SJdO3SX5s3bSpduz8qXf3wkncoj2mqNzirkhEbs81PBBMHEtFG5JvJo9S7y8S8LZFjPFlKhUgkbnD6yOXhLt4OVu4K0lh///I80rximTHGjEH4jM4W+oUivWLQgQnpUlYnzt3TC914HxB+V3Xd9uSsQARasD5FAzfLhrtPHD5VKxUMkWaeiqBijZ6JxTAF0S8amN7wWk8DGxqFtvFbzo7oloPIajmm/8VxrkwIPV+1cXYMVBs+JWIhsiHS05123ZKpG0s4N+gHILwAyQIHcV6aBLD66UYlkBg78WgHm67DUyI3ihnSDVFQvXDheVq/+DrGOWsKcbw70Fb6KGzD/cODoC6VxAylfpYV8tH6djGzUGHFdwHw5WrmBB++/RP19fgkvXEIF6LO60JnMjCOwR+tKJIAkcrJl71oJVyGeg61ifshF7Nt3AP4AJyAG2i2TJr2hECj9A06dOoSggg3Uq3DeOW2U1XO9TcVLvP74oLfl2adryJq9x6VhheKZRtm0em4yacgQFuGFAuTl7vXk9SnPSpMG7WDW7CVDB78j27Yvkcf/GCd7oSvwh/gwVYVHp5OwzqqBM3i7zXD5eedf8vLkOTL3i+duF3OrvSFk/fMQcTgWHsoj7m+pxmmtXQO/5z5NKshXS//LF5OQ8hh6cyICR2ywnO4DSKAHnvFDyzoVCsz6eIQUDIE5MrC/K+y9VeFmVftVP6r/Tc6N60ZbvWm69rxGWafS+ulH/E/kojgNHnE9EUiFyAFmpwpZ8BgHZx6FOAD09x446fbOd4ukUiGYS6udmSp1mfMW5eDB1UAGH0uHDi8occENmrvYA8GsmHD6CXh4+EJGvQ9cwNtyFBm27ruvjzz77BSIiLwsIgF2yyFTefwI5OVvvNFepm/bKk+2aJkjpqQHgQg8EJY7JCjMKgCsXptiC+YGMvUhIEKzMcAcu6J+4By4kv0ndknr+4cp/YClcNMMzEeFMCuLlmhIW7vAwFD8Tzt2d4R2+AQpR8tAx6CZP6kMYTpLStGcKdKl0rhKpXJyf7dX5KUZ78qytx6DQxhCbmQnZ3QW+4LPvwrX7b4tassXi7+RX+d8Lk8MfQFEgYeMGvGNvPhiU3kVxMrnyJ+dD7oClRTH6BPxqMKLVJAxTfvLO8u/ky0b90ldZjWzWsNvxaa1tonyALwmP/61WYIxdsZdyig+k6UuiRDLhQZKi8rFZMHWo50BX14EV+DANEPWvkjutrujOQIsUnVM1/TG1UsX+P3zUeLHkBE5FWbaFJnwE4BJCe2QXRj8niUNwdDEzfx/XIPJ3N+zV8o730HeXKScDrUYLhf3AxCUgNngypXfoJv80rbt0wAScD5zcMgJIgCmvoxHELF//vlSliz5COO4Afn1RHn44ecV5UqqPzMWmpxCA1CLJcvWl/dWr5LH6tYTT2IHR3EFfDjkI4eACEoBcNKO/FYfoIw/EgJ9Q1l8A/wXQ0/bU/hKh07tkURQu5UqIv6OJTkixI5xSO945UoUYg8hHzDs7b28PJFDuCIAaEGEkw6U7t0fwbouV+ai7dsPwhzn0zkAxPlUSvh4lY/aHMbTUuvxgS/LsK2LZfys5fJ2//uVYjcnC53O/LxcZUjb2vLG/E+ld48n8Q4+WO8mcn+nEfLFwi+kT/WO0gSiIGSF0fawUbBXRzd9RCb9+6u89s3vsgSpJe0yMWaYWJXxzEbFkDEOWC9dhlPbuh1HpFddzTv7ih7by9q5I9JtXa04EQFkXMr3gQ5xd3W5YxEBkAAdtb4KCw7w/Q1B5Pxgk5yjCTPUnjfM1uxT6C7bvBfuy+5SNhCiIVKNRlpLAJBHH5sge3atQCKSiXLu3EHp1OklJD0vowBFdsJP0FTVBTmUad0SG3tJtm9fICtWfAWLljPwGm4mw4Z9LNWr11Emokbu5Mx2PAEW484NeGSsvPVmR5myaaM81aq147gCjPcaNNMHL12W+mXbwplIw+3WlDRnMt1qSIWfNqKOWtOBSRtyBLsOb1NXSpeubZErKVgwDMr172Xz5j+VzJzRYxs06Ab/gPfkqae+kq++elrmzp0ABJEPuSZeF29vV6zBdXAX3qCoCyhYV716K/njj4+lYcNusC4KS7PIpX7Gy6uAvP7Kj/Lc6IZSo9QOeaBJTWXyaSeItGoGKBppX7uCvPrzZlmzbr5079pXWYwNRjL7dQiG9zRMRTeNnK3Gn4r3TbMiQviJgkhk9GKzAfLaislQhu+GYUE127gCYm142quY4Qy5Yg8ygGkqo/smYw/dB6reFiLCmCCmwKxZMlg53iG8N5xmnIjAqs1zmxo9hOc2mjCyhxQtC8AaCTtnezZOrgweny5ER1sPnJCSfmGwYIBTJfUAQAT5dbkFgcjzz78vBC7ffDMaNuprEJp6KMIF91TJagjQmT6SsmVSnpbCVbMNOQp+pPRWJgdAruL8+YOyZ88y2bTpN5WMPiysDLiAGdKmTX+VGMfWSJrkCpo07iDlKjaRd1etlIF16okvQ3s7giug6SgecAGKgdLgCGjLb618VymKGedMJ2+QklcLP21j1FFuIwLi/2BL7wmqvjD0FKbGURwPxTfPPfcTjjH4TdMiq9AkMCm9fBkbs1F7KId3QDdwCtZA4fDD8FQiN67Nu++uBFIIUIltRo78RukTfH0LpVNGcwxsX75MKcQA+klGTugiIf6+0rRKaeUMllPIgDquYgX9pEq4l/yz6lfp0qmvQk6FCwfIkIETkZmtn0zFPhrSFOJzRClNV+BbMLLRw9Af/SSvff27/NMQznFUtmQFjTmhXKwAiExLNoc99SrIqRA8NKv83+kerhNp2C878J2xlAvxlZSkROwB5GZWpqvwkMbmyOdK2WHGxBwNTUoU8pWQAC8k/Ymtmisg4jY/5I7kCMANUPjyVK0KxaRvl8bMIZiHkQBG6pJfEhHnZPfR09IqHBsdFkOCEM8sBiJIhokhKa++fZ+BQrYlUle+AvHNZNSvAFBaq/zB4eFVleMZrXyoVE6/mSlyQOhe9BsTcwnA5YicPLlTBY47d47xvfBhlKsDM8X3oA94GFmmNF2APZEiyBVQdPLYgHfklVdayMdrV8vrnWBRYk9n5h8AEMFpHTOVBCKwCbfoPgQG4FdJaCiStwMRMHfRfwgtURJpKQnEjUQ0hgSQcxAUVBCAnaFwbhZep+UPRWyeEGuVKlVOITIiDqMULlxEvRcrdQjh4SXVPeYIj8+KhgSmTYvWiPH0vTz0aX+ZNbqDNK5UCqaQmYiJqH8gVQ1iI58L421YPwH0WfCEs1f5ooVl3q6NEHvFQTzkrRLatG/3iCxY9IW8unSS9KzaToK8A9P7FkB34B8QpriCF2GGvG7DHmnSNAuugF71fPGwuiLhDTWxEPe28l7GuHVdmsaNG8BbP5rCcqW04Hvmk5MX46RggL8UhdNjakAQxK+eEBd6IRCht1y7ekGSIw4pS7CMCuMReSNERThCWwMRUDx015c7EhFgVSi3qz8QSCA/LBsQyDxvLxTklsfOXpQL5+OlUU0QGNQoGhTJTY2hkhNTRMP8su++uxDORhsgx/9axaffu3epekcfn2BYsJTEsRAAjZ/yBKZYgnJ/BoqLjDwNSvNs2nwULVoW5omjpWnTB6VSpYYqlj6BVHbz7Gq6gvukTv1uMn7NHzIEYSfCAqGot8bGMrPVwvucjgapjFKyCExHbZDCKdEQg3voheGnebut1DMDzJ65eEFOnj8uHeBTQUWwAcgJb7hOXEJTLkFTEmsPNhhTA9jzf1Mgb0wRr7OvrBy0iRd7d3tI6RZ6fjRIpg5rIV2Quxe27padzdBxAS8ksg8oAsB3Tm4k0CvQeo05qWd6BKfEnwA3eQxEQ1X1/tw7wwZ/JGPGNJIP1kyVd7v+TymO02U1A1fweL1e8s7K7+Xd6YtkIcVD5hNgLBC5AIQ0kRIgjoKoN9MLr/EesndECmTx6CpO4M0FRjA8YXwuiDxVNdqpa+7y4nvN5YX3XaVIIUS5oAjOBOgnnvhPLkP3kxki4J5hvuPChC2IiUQx9N0e0vpORQRtEN0zf4fGAKq5nlzGDpwD8nkL4rGz1C8GdlkXJRBEQcijrhucAc8NhW2tWo3g3dsIH+OHcuTINuSxXQULnx0wQ9yDhPcHAUDI8hL65IOIB8G5vP0RUrgiKMzuUqZMTcQKagjFZRVwEfkV0CJVm10EYLy9AdgGD3xXnty0QF5b+pdM7dsv+4gADzgSCdkKqDtaDNnEEeDedKajdvoQqIijF47DbPWalC3D0FBaYS7hhQt/kp9+GisjRnwFuX4rxQQRcCbA1tQVIgfTNKOEZbSuffnlzkoH0KvXUEVZ21o41+QMHu75iHjCfKnfpEHyRkSkPNW5ESzVriEgHmX1WrkBUaB31VbiV7+H5AcyuLL0a4nfv1ZRxNYWvkNcIvdVKsZ7JS1xGN+1Tp2G0rDpA/LJuh/lifoPQ4yEUCOmHvFADAGBRWVUo4fk7TVTZAfSstasDSDPnAWmm4dIwBf+NKVaAsMwLJFJCQV3UBgIhICd3Ew+IgBUK0W/ReALkFFxgQguP5w4tUxFGSBHTLgLODWmvOSyo5K8yFlNvbWLk0Pt7lREUL9iiSJSphhk7fgQcqfYQ1veHNm/e46IV35vmI6W1BTFejFk/fmMNH1p129KWhiYrFGjtqDq2yrqkTUxMR7Ah2amTNydD4pFPwAdLyCEfAr4sJDyZHUU8DefZwKGypUrS6euo+T7+Z+AEjwkDcuWTS8HsXVx8BEeBDXuDY6nUEBh68NP689B3va0wjhDVsKOdKMkdX8I2chYwoqWT1Oicy6pHGZC+RUrfpDGjVspEVlk5BV5++1u8tprvytxEZEXdS9sT26CCuTixSsrroBrY3AXbKNZDmmiNoPb4DmvGe05Dv4PPzXp1qmXFIYH8ttvPwzP47ny/sB2UgSGElGwjNHk4JosnEiApQCslxTQs7IwsxkVxvvOABmjMFPdzb2qcTAD+r4lT66dDar/G/nqoQnpEYHaeLDfb9BbJq79UcbPWCS/1h19kytQSZ/wzYbA4K84rI+MoFCm44NlmxaU1MbCvlEjzl+Q6CtXpGQAIrgCMd6gOTa4ohvU50TDP4UIIIs5YUoeIgNOIaqtTKWNA7/9ze84RKBH+6xYuXSo5Af7mju2yuTtuYHxZXPj2gJdlGdSkqzdeVCqIUiXPwCcqU0jpLlqF2SWsN4A6Fo7rXp7e4FC9Urjuvn9G/LprEQNjtx2BFCP9ntDVq76WZ5aOF82PfkUvjNdfmLPg/AS9CEoHFQE4glfmzgCft9J53UFMXb2NYjZbJCIpI2WS7b36H8KMhdBHCByUwTaR44cQOygIyoY35w574FTi4IiOABiu7XILLZFcWwtWvQEgo6HfuYk/AbKIvXkQamLXA5+foWAQC4pc9Pw8LJq3SIiTqk8FNQRnD8foayOXCDTZ3yiSpWaKOTw338boYD2AodXTa0vFcz16zSSr7/cKOPGD5bmr/0ob/dpKj2pmEWfMaDOr12lM55WXPBcbRKyJmTYwgdU8IZDEfLfiUvK2oy+EKZcGbnVypUrSWsEzZvy9xR5ofljUhrWbQS4aRZEUM4WCS4tw+p2l0lLf5F3wQ2XKQ+DjnjcTCq/dBuIgkAwWFNoSaRCyKLySO6DAaTo1MZ82jySu+CR1SO/PDH8A9n53z7ZMK43VA0peq4PDZYrnw1wz1m5GVNXkqyFvKUBsi0ujda8VZ5rc8chAswg+ciQ0kWxwU2zhOXU1BIBUE5ZrBm+MsjeLx/EhsPeQAYvqwgF2CGeO3NJ9h09L88g5SOSJWumcdq2VCEwWGjhY00xiL4c9C2yZhhpbYh0QkJgUTJoonz68QD5gh7HLVvZpzgG4L2BDk9djZKS0GeQM4+z4ROkrjDhDB59WkeYpOWsF43rgALwBYD/yOl9UhAhsP38NAqf8vE1a34B4C8m3boNR8ygdxEjaDHO+wBYL1OAdhuilLZp01NOI0jduHFdoeBvBsB9HhzDOYSWeF3pcFau/Ek+/3yt4hR++WUcuLVI+eKL2TJz5vdKH1SrVnso+NdiTkupwHQXLhwBMtkFBf8j8sQTExU3SA4vuFAR+fSDhTLz10kyfPob8uOqXTIGOYQblUGc/XwEjKiQlxfwK6zJw7PAA/zZE7qsFGys8b9vVn6T5YB8ihYtdYvah4TJQw+8KMuXTYWuYJpMfhBcgbnkBACc4qFJm3+VT39bJpPeGoKF0amYOCAqyvZ9Q3UFr4Utd3It5GFYTEWA6Q4h/FYU1c/RGkd+RspxR1t0F5jmAjGcvxytPNI9GCwvK6sls8eTG4DZKHLtKCcUOkzcZOFt+jrunMbWQZ+89T6QB4lPKKMcmptZKAsEY4OYahm5STTAq20Y41w/pvvfwjU+xw/yzEJwkikEj8lzsC+PgszfQBKZcY5ABDsOnoYZG8JJlKqVxpIqBRs2brJObrnBzv9OLZR7d+7YX5YtnyEv/v2X9KhcRYoWhEjCVtYEiCAK2vKzMI+8L7S0UshabTqqTx7Fydnh48kNxMSnytEzB6VUieoKAZDrISX8779/SI8ez8P6Kj9k/t0B1H+Ew1gfFVNo7dpZ0q/fW4qKJ9V5+fJZWAzVgP/ASJiItk7zFDcVtWgexQalyuckyJAh46F3SES4kXBYkI1F0LfJ4D5+gk/CSPT1FjhBADbdComM16ABo6Rpow7y1bevyv3vzpL2lQvJ8G4tpHObeIjVgQjgne3i4QliGgHjMpgZOlD5IuZ/LLzin5m+SpbvOqlms0OHJ/D++W7Ra3A+ypUrKy1aDZApy7DmzQfB3LIkzDRp1qp/d8nIu4wQ1r0rtpFv/1gh/xvURYIRoloScfPZLfiGtsNRAsRcYCnNbJTnpiUxCgsBRECEoeZIB/S6ZVCG3wp0CqWKBksiwEAkTL+K4b2u6cSWtd8XH0cT0vNXlZLpvIOCTVr7+NvS7k5EBFTeuNOqIZ0pMJWmoVDsuUM2qigIIgVUIgeek61U5/pR/U8Kw6ikPIhEdKpD/abJW9WDVPIYFFIxvp2ACPCxnN8BXl37aBTLa6mAa1mxbT8IUxepHVrBhBvQGqeoUBIMaWA5nPFt2RU2PpTTRqA08olJ8sSImohj/4fMf2zwTbmwtf3hC4wExE3AdJcIKZkrDJ/50MhkXo6OklOw7S9bo7VynuM2OHhwLyjzHbJjx1IZO3YHqP4DcuDABoh04pXVFuXzBOQsNOMlJ9EJ3rje3tyuGtI3/DyMZ2pOZRrLQsV/mTK1ICYqiL5joWsIhQ6ip3p20aIVIJryvCUGFeedFkUlS5ST99/9TTZsXC7Tfhgv3d6dLRsR1K5+w6YgiX0kCVSyv1wVVzcQG+ZYEv0zINv8LUfkoz+3ysbD59R4GIG2Q4dHLVoEc0ykXx7s+aKsXAaOYOOvMqH7G0psc5Px0L6dF5r1k1nfLpUpf6yWl59+UDPuoNUPW8ZfgmgXz4sAUvAOAVIoDaRQEt8wFD1eICSu6Epia/eP3q5SySLKavgcTF9LF/ZHXDEb2Ercx9hEV6DcPnWJzIDKr3zXlzsREXAX5ffSNPo3CwE2KQsfbChrisFeEsAT6KuqIw6FQPg/ZZOUUaJvVzPlVUBxPA818jAQAuTJMRG6hYOJzbbSDyTLqh37pUpQGQkNABIxDSiHDZei/6/5Bdy5RVMcV5IB/cfJjOkvysxNm+SRRo1sExEBm5zRfQiKFipmk37AUTNHkc1ZOIFdw5qvWPWLNFv2ICKFtkX00J9U9rAqVRqAO0iG4r4kdAZb4aS3EJZdEPkBwhriPW4tenITyJta01IHQOBPfQOfkwAFpqljoBaAzohVxOM1tfWuMQ+AjkgsvSeVz6RiGzdsLfXqtJZ165dCqB2gNQUCGfnDBok6vk9qlSsmoVAsk/o3EtMcPhclWyG23HfmSlrXTZr0grPcNKUo5vgtqcT4TOY5rgNrqG83z1JcQRC4j3Q5jmFKWrdUXWlerI58+utyGdW3nXgjIJxmAYABK7NQiq2I0eBAdhVcNgIhKi6B8n5LiuSsFhoinWplwb2j7D51SZpXhm7CxuIOEdmR81eVFzcKPu67v9yJiEBBTOYivUVuoEdFtGrZ1O4G0Kb8wXp/m1u7ptKLNeq4COWaybTZ1jvE134Rieq37jslT9V8BIMGMkEYX9MSr5veuSBuva1iEKveMxcb0QfiYYRZXrthnoxE6OUWZcpI0SCIA6wVEWFNTkRpACm0UFGbLYYc8ar0IYi4BKCE4nUjQca+00M8vZYgjMQCOOONkAEDhitRiTeW8sCBzQgU+K0KE0E/jqgoaKolXAFZeoHTA5yFgJxA3csrUHEVJ06cgt7govIPadiwhwK0/J3ttJKqzrVQz9zmDGqYedAk7h3OPzmzRg3bShhoDhaKfUpUbS1//XtMVh/OGKbR47ZSRaSq7PQE9Bx91b0UAWVkF8Hn8bfe3Z+XlyAym7njT3mq5ROa/swoyrHDRV5qPkA6znxaZv21UQb2a3drvgLlRKZz1CS8LuxG50QSdnyYsHiqUiZM/Hy9ZfnOk/JEu5o2bwvmTN5y5Dx9NIixNtrcwR14w52ICBQvzVyj6Qo3DgFxxFZtA3FjKUcT3SmFFLep44myUWYbVgp2cY+yWbZRu8hBkHNIAgJQskgT3htcyyaEEb4G/UCbsvU0sZNZidU9jN2gRLYGEWgWQ+mlLrxGyxbKsdkHcRtFGgQMlvrUKFZIDSB+tWTXzv6sGYv5u3AM3kgr+fzTU+TJp2rJsN/nyZ+DICKy1ooI7U5ERaHb/BIaVFQFfM3twrk7hZDRLLMf7ivPAKGNeaGVhIaUUBFaL0GaQSqZlHvLllCOfzFc5ZCoXLmp8i+oVm0BiBR3OGGFKCqe8+jvH6yAeuvW3ZH851d4Y3cENd1AKYYZmI590fyX4iQNwOZX99OCiP+7wDDB6C+r+SDuILVuajI8etSb0rDe81A8H1QWSRfgI8HkOEQwnp4+iHFUBv4n1VCrqH1D7o79ZGUcx/1Ws2ZTKV62NsRDv8iTjR7Bd2kWgwj5CtpXaC6VgkrLhB+XyIBuzVQE9gzZPYUUsqEvg5bbB/rDdoh+unj1djkbGSuBCDyn8pNYUSgWom/GXzvBncB4TK9W3HlnN7kTEYEiORjiOd1OVQbZEJhSyZSmPNAVV+qgn6vIhqwE/MY5poGWFWnIgUjDQBJEGPiNVL9HwK2rfemApjymJQTvMUUkGNKyLfsQZs5d6jHctDlVhyHFIqgcx0HgkRXw5XATExPkyy/HKOqTrvD58qWq+DYtkUayQYO2qo9Tp47DIuUtGTr0EziT+d3yzdGW/fDhPYiIOVUee+x9ABp6J998NSIJwxQ1K2BgOiFsSyBStVoVGYR+p343Wr5Ys0ZGKCsiYKWsCh567Mpl8UEGNz+fgNuCCIjLj0YcFS+8S6uSpWTBo49Jw8mfSxxk+IwSWqiQv2Jw+J4MBfLhh/8CePrDSuhvZQFE4FgCYSkmTlwPnwFvhYxffnmOEhvR4Wzs2D+ATM4r5ECAn5gYhxAgIl27Pq3MRykZY38TJ25QweloLloGTm3vv79O+YlYkxCO62Aa0oLryRwTISF1MOY6aQ5ixnJwrYmM+F62OLzxPhIl3TuNlEmfDpIVR/6VNpWx1rDbTytolB85DF5s1l8G/vGmLFq1Qzp3QigJhoXJkaKxKv071JfZy7YAoB+XwS2rWY0IKHLeevScbDwIUa/IHCiKc8tRKUdmw9pO70REQNlB0vnIGAhhzV5TsZLWsJNUZKGpouBZ8QUonS2v8weTIx9CO2UqoU0RAU1Jz27WlMUE/rRuMC3QD6RC4fTXpt1Sq0hFCfYHr657FN+03kiVGFBM0OIpIGENIqBCcsmSb6RjxyeUaR+RwYkT+wFgOsj48asgamiixAxEFKT4CBRYDaKc50QEpAr/hh34wIETlLyaAIYfNrmE779/E1Yh9ZChqqNd4YMITB5+6BllTvn0kiXSuEQJqcUcx6bQyXyH6mzNUXgVUz/g4+mV64iAQ6ClIUNLBCOhOZe+dGioLBwwUFp//528+Eo7+fD95fAPQIx7+ijg94AAjaLnOR3/OI8M++GHNJ4855oylDOPBLQkhgsVCklDvN6ApGzngYnXRETsK5+6X0tck74/az5s9kOEZBSuKfuxlGzImv4ya8MlbdKop3w1ZbRMga6gDeJi0fySX1GaBRG43odqdECMoq9k3Pd/wqKpjvVcoj0DhN9Oe8Q4Kh5aUD5btF0eblxRicio98mqIGCBTF2xh+ajnMEZWbW/W36/ExEBbMok6tDJ8+C97RDjqJUjdNSPxkqaIxXTFeaXZQD6RJBoETB/Q4gHZZWkZJsWbkY43ONHzsr+IxfkzWa9zPwHbnZ+BVSmKyg9Un9W7FN1I0UIpCCrVi2t5LgE7GT5162bo2LHh4WVhdnhn6otAQ+RQFRUdBpwSQI3RXED+3Fnku+YaDzfTyGBlJR4ZQrJBOtMVZgP+RayQlDmHwMBG6nQ55/7Th4fUUcemfWrbBnxFFJzYq4yIml1KHgcHEGpyvW18NM5RTRm8vVSgnD28hkpDOBdgOMF9KwHb+kF/QZI22nTgAw6yAcTliEaZ+F0ojfOkbF+PDd9TdMYRGxjvs4KAZnBKPNop9ZwAsZraZyjNgYieYp7DGRvC4dnDZCjmCykiL/c1+xhWfDXFDl/6QSidhZJz/3CCINJhl6671F5avH78s/aXUjTCQu/mBxaYCyie5CvvD64owx5+weZsWqPjLy/lqH8tfhaRFwBUGSv3ndGfl2Pb1tkGriBY9bMwd3Q5o5DBFicKHgXH9x+4GSIskm2JsxttlZKU3gp66FzULYRCZCKV/GOM5FlAhGs3nFQqQXalIF+wDA/NRvLZSgZ3WHZQfGOLQCXYgUDyGtdpiqRAmHXqVP75SOEC54wYS2iR56XTz8dBrv2M5BLN1JKzXLl6kK221ZxE1OnviK7d69WysjRo7+GmOKkakuk0qbNANjCM4+ybRNoUKTMw/vC6O8VtzJq/h8ypQ+UkAaZa94lbooF9LoUnyJN4bSlEtbr0jzbnm5/awLQGDz/Ejxzm4LSVxhUJ6Xvq1RZFvTvLx1++EFeerWjTHxvCUKGF0rjDOx/as7cacSWIgIgocCa3XiAGY2US9oGPgVL4RC3AJn2hjR5VCECjSvQC0SgA2t3lTdXTJE3pvwhrZpXz1muAL4oA3vdJ1/PWyuv/rRWZSqrVqyQSlJjjgy5xN4eLsjQliQv/riGYiS6Zo/LmZXJm73ecYhAn8a1m/ecaHb29AUJCy8MQVFOOv7pcpWTq4EANHn+LWKgW4AaLoDEW7RhlwS5BkotC/4Dxi2RCaDGobCjFZQ1iIAIgCIfJjP5998wRUkeh2mgikzZ82lFCZKaPw/xBuXP48f3VfH0n332E3jA7oDsuQ9EShWVXTrFQ5Rjv/vuT0AaT8Pj9Wn5+utV8ttvlRAWoSMQRkUF6Owp/Ngo727Z8n7Ztftl+W72eDjUlZL+jZtoWmzzgnm9gOtx+CjD4dGbyzhAjYY+BNFxV5Ha4rIUL1EmvQ4KOo72SCr/e58+0u3nn+XlVzvL+0AG/v4BOSJysWfOjXs49wT63AuU4ZNgoGNcTsWcIqFQqWJ9CUS02F9gPTSkYZ80RXkaNodvBXU/ryIkxei/P5TFy7bBT6F+zrF94AoKQEk8Y9xjUqfvO/LIp4tk3gvdpHxogIrLxGxsLBTD+UMMSGe6x79ZKtuPX+DlYSA4lZLgXil3KiL4PSY+8eU5y7fLU8O75TAiwFZQvD52u7W2/vjyEuHivhQZyVqXaQa2uFCaAs3QDyhHIvQZCQo9oGCw+litodgMix4mnEkER2RYmcQBgJH6Z+wb9k1rlMOHtwAhHJU331wMRaGfikzKlIlEFHRg8vcvDE/Z5+DE5KEA/6JFX6r4+LRWIaLgeXYL5dJDBo+T3XvXydDf/5AaoWFSvTj8L8xzYgIRXNQVysUK4/fbUIgI4mDbnwIT3zDI6G/RquJlutaqJbNBAj/w22/yyv+6yvi3/1Qit5yQv9s7BYYVmalKhuIha0WPtj6XHIGfn4s0g65g8byPIFo7iZDksN9PC6Wi9wiuYHjDB+XjDT/LCwircf99NWCzkYkFUVYD4Yty0ZQSTCfY1JGiX14Xqdisuqye8ry0GzlJOo2fJxMeaSZta5QQP0+CPs2zfyNiK736y3rZcBB6P5GngQTmZfXou+33OxURQEsraybPXtXs8QdbgKqFPIQBYnKy2KKPoOXB1oNy5XKidGkG707Fi5rRuLh2DcCciCCobLVbYE5Gr0IzRDr6PPDAyzBVLJUWufLxx++TxYunwKZ9YhqlwyQ1bOvuriVW0eTF/oqjYGUwMwJ9wmTavdOyhYhFc3K6mVw9O9NK5MaUi6++NFOGj6wjD/w8UwWmC0BuX/OUXOdjNGuTUGRpyymgldm7EH5Ew6yScWwK+8C71RKLBq6lV9268jMG2Gf2bCAD5GN4+w8gXr8s8z1nZx7tudc0TxARgaP1AwoO6zoo7q2G9bvI/HkfyuYze6Qbgs4REaQTD4Er8PAJkvFtn5BH5v4PXOJKGfJYR3gQKw9ey4UcOBeGDh5w9FIvYXxKySmSAoOMWITkiIWTXxR0DpFX4+QqkvawRqFGozLUe3mIhf7ddUz6gDOoh3hMdUqHwJs/v+w9FQm9AELAXL9B3eMYIIGf7ZnrO/2eOxIRYLFSoSd4b//xc80m/bhMxjwDZWxkJpspt1cJm3YxxEKQ4kvLUrCQMKeMOB4gljhQ5pcRjbI0bMZtiatDQE1TRrL6pPr8YdAUAAUdI1tq7hWInIhYLyVKVFOw7O+/v5M+fYYj/eURFSCta9dn1IxooRGopaSlFQG/9oXxXuULZK8u3mS+DZPS4sXDgQx+lldfaS2Pzf5V5sEs09y/4OTVK5wYCULEzNvhQ8D3vYQMViyFYLWUoawOEPbh+vXV/D0yd668+r/u8u7bCyCG8c5TyMDUcsjwPXHEp2D4oBDJX70KoIvAeq6u+RAIL1xF9tyJnNvd0rCOGRGEUNB9aneD38EceXbSb9KxeQ1NvAtgroA8gT0TRhPwczsSyMNq4PSFK3IK9SQS0x85fQmWXZFy7tJVuYDv/gqSWkeiTQLCV5jgbt5NmTE10gQOrLQEitt85LwLKl3uuMNh9id/o04FXFEswb1Y7khEwIXCoi0CMpjz5rd/9mrXqIrUqFMeuxIUpaPJHlt3BaEJNu+CdTukZnBFJO6AmMOSVygQQTQo9sjriVKoYFEtaZkVRfNaJaC+aWbCzU+q/9y5I2lEdnx8tNINPP/89/Lxx0MQIG06zBvDYbqIjxVzRJt19sOiGezwf02RVrJkVVmwYJI0adIDYRXK2KwsNn8N9kmk1axpKxk0+GPlXzAOwen+17EzPk18p5p8S47DmawA4swURE5nK/1/rJgx65soRMB49ShB5FgyYkt0BXLfBg2IPqXf3Hnyvzd6yNtv/Q7uxyvPIANTRECOwNB92/uJGAjgPIDwokVzZfXqOQi9vRZ7R+PkPDwYYgLKdui9iNANFJAugxkT3iNV69c9XpFqnz8sg8d+L4u/exETDg4M1P3FC1Fy4FiEbEegxr2wutuL88OnLihgr3yH8DWhcpEiUenKfQqVAZLg6qfqZVSY9qnKgRD4s9LkIdkIIAfYgQdKPvzPNvd8uWMRgb5yo+ISkho+/PI3RVd//xKiG8LSg7lc7d3pjtgOUPoePXxGdh6IgNko9BfMhhRvITwAvspzsZcU0RNcMNwqUQhlscxC9tZbf6tAZEbkBupeH3lkHHQEEahIphJWDolL/lLA3Q9A9b331kBXcAhxchor5TE/0vLlKyoT0/ywiFJAutlDECu1UA5Mjz/+GYKsbcSzgqxyYLJ22vicR5CT+RBi9LyOyJ1VQopIzzrgmHQZximEl/DF+wX6Bt0WjoCA6yoycrH4G8b3Gb0ckQEg7SMNG6mQxY/98Ye8PvYBGffmHChmPW87MuAnQG5Rx7HKNJgWZdwztn4ebM/sbJcuRckPP0xCCO4P0U80CIZw6d+/h4o5RBHkv/9ukHnz5suGUzslKTFa3OnXc0vkT3QGAqhK8dryRacX5MmF78nwV7+V8LBgWbFxn+wD4I8ApY9CKoWAfh8q7TlZEdhLKMLh9UuUDFi798zb4d5cFyEA+fTDOIahPofnbzIdE377Ef9743oPnMNSQb5D7U4rSVvfEfcD6MhM1Ndx/25r7r+jEQFZObx0H4iI/u793GSPP798RnwYlZRp8Wzd7dbMljVtoB9YvmW/CpfeoTyCrplkI0t3OwDwabDULIUQV8ealIxauAEXeIfWV1S6QbDSVDAsrBio92IKpnpCrFGzZgO0uQEz0sFo3wrJVN5GvJx1snPnCoRN/p8KLVC9ej0FsHh/4cKh6CNU/U8RB9MwGrbojppKLYAaBLGjv1HRO/tA4boRsYhq0tkMP0TAn6EwAvm5uxW4LYiAFPOVGB0RuOteWJmtuc4ZDGwCJz5waEPmL5A33nxA3ho7D4DXTc2fo+bOmq1n2obvwj1C8Q0RgGFCaospMF+P97IuXz5PJk0aqfJhd+nSSZ555lkQD80gEkofLPGzzz+TUU+NkoV7lktPiIAEoiDzoqA3FPJPwMx038Vj8tncX3mFlD5M8wT22UIdIAHYSXzjOeRsYOuMOqQ9FCcCpaGQGktDBIBhlfE/gpHJBT3xFt8ZsXIkFv/PwPF7zMMKG0ZAuN4a9SNr77mjEQFfEhO0BpM1cNW2gzN7jvqswJxPnxJf5iqAOZiClKqypU48qAM1ovoUWWOzae1sKnON6zJ/7Q4J9SwMCxnkL0i5yQ2kiwcPaulElCaSLIwEJNYgArbl65CqozkggaoBbPjB83/Dg5hcgptbfhVF8vvvX0Z8m54q8uUTT3wJR7Q66TyGDSsT3q+JiW4GDXU0ICMg8oK32Juvz5ERoxpIt5k/yFY4mxVCCITzsTFARmFKTGztfFi7NNa2iwJHQNDmDW9vq+x5dWQwuElT5ZX8+IIF8ua4B/F+vwIZuN82ZMB14z7hfBOQc18QGRjzqhEVGc8Kf6c4KQFeup999jxyNX8OwqGKfPDBNGnbtm2GNw56bJA89/IYWXV0q/Ss2zNdO4o1+dkZxggFUhNkUtfXUq9dv5765dbZZMjW4Hsea+1a3YHtDJ1EDcAsH7yrEYujB97lECoRAFeFiirOQxhqO9QjaL8GR3qv+uK+8/i/OI7UbwjOK+DA+TtgwiURA1sXYEl/6B04n+mHjJf/FZPhtnTjvu+7jfi0wGtPdJVgcAYBsCP2RzpHD1DpdDHPT1MzVQFpeDQsElTMIe5QvZoiinTnahenf7jp/3AiSzp/ReUf6F22o7gh2qSARTYvSnoKlvnI5VPi4uOPODCFrBINsR9+zKdPn0CikhHw/H0YoSb6pQF1vhYRhTEkLYFIdTiULUT7dwEU4pFAvS8cxm7fkt9UHheTN16bK8+PaSoPw5JoLhLfR4KdqV0wVHkla8mhcq9w+amgjoFuxRefoqst2e90MdHQpk0hJrouIxb9IW+900/GAhkQGdsjjnHEmxPok8MDjlWF4h3uEVrGEjkwvp8lOojX2PY8cv+OQ7rHvXtXw9nwGfibjFehMDIrDK/h5ukBaageAVFvzK+G6R9ZsP9TYeIMrHAdtYBM7vWWuLm45vt048/4jN9wx/f8siPePw/2QZENOQHSGsSm8/C+RA73oc5G7YJ3T8E1BCaTWag/ofKerqgf6+3exu97ce6F4zM4TkPFiioIdhXXHsWR4jObyh3PERhviwn8AZNwbcXWA9+tGDLR0w2WB55AAJ5g0Xn0BnXmgzjsjIfOc2+cewBwu0Omz+oG6OOBI6s7rruBLGU4Whds7JtHpJfBNVf9Wn6YtfE3FrZz9/aQjdsPSVz0NelSqRmukgLi5tcUZ2lFQZ0U2Y80hIULl1QBwaw1l+R3yJSJmzcvBJt+Cd6/jwCfMRY+dsrHjyPC5aNSp04ThRwIUAmEeE9BmGReuXJOAQYj3ADHo3AhqhYj5+YQjWvq3bBLlCuFgyx0DeVxvXoN5dnR0yC+6i99Zv0mMei/KMZJGOxIRs2qL0LnhOIS4sQHe4BrbNMgdGTw5H33gSm8Lk//NVvGT3hUXn35h7RE9laNwwGNDH8UAxEYXZaHPQUig6v9cAE0J1JG3GKkYCCBkyePywsvtEW7w9AL/IDsaxRvZ13Onz8vcfChKVGZxKxB/WvAPz+Av4nxp/ouDEOKT7q/QX4hddLGX17CdxyP73lc1k+741rwyycXQNFXL9R5qFCSKS5gJepD+hsROQSjfoL6AOr7VGpjXtgOLtnyDeov+m9H8Nsg/MavdxfqAPz/Fv63aXLuGkTAt6YNMCZgO05LJadcC0MtCHviIPzvjwpGV+BnqSrPWUneME4EWS4eiak5oUblgnDx+D+Pxv+ZTnKQp580KYb1AlXEMA5ECOkSizBhCRRm+y8eleL12qt0gNZ48CqDJAB4xgLq2fMFWb9+NkxCt0EfUAfU2yXZuPEPKJHLI7xxAzzTBRTfFZiWBqosWk2a9AZA8oBi+DqQQTT0AAEKgSSBbaBzmg+ifcbGQsEHT+MUiLOYNCU0tLASJUREnFEOan5+Xtm2IDKdOCqPu3Xrp7ygZ878n/opDBZUNqaYtWnDZ9aYyDgWkTO9EQmWHKTNRUcGo1q1kgRgzZeW/whu1FteGPOVQxFpRuMyTH5LQxJNip4mowEBN1ubEvOA12ptTZE/7+c9p0+fAhJog71yCrqB5YgL1MrqqVi1BmJ+LGDTkrVUEiaKgQj8aahmuZObyODTbm/cSEhJLPDttt8JyKLxPX9q9YPvnIak8OeiPqFzA11w/i8qxUEGPCbQINllwB2DRCOMOo55+UJ/3a/Rx27Up/F/QVSIIKwXB5lO2V2FCPhimCRoaoU106IrZfj+nGR+9QbwNxADkYPxOxGE6TnbGkiDzzE0Zrzn00bh1YuFBIXfENjjgwoyxkFEojEGcNw6HXlKzkFhdl/J6lYrFCkW2rVrq1xEvPw+fV6G5/BmmPD9jGxZdeTXX38F8I6VFSt+BJfQH4AgGLLD+6EPaI5k6JuUJQtjzrdpMwhWRL1BhW+GF7Kn/PXXQliBjJfvvtsM8dGrcubMAQCPMNyzBgDgUQD+OBWLKDr6kgwe/CFi8nfNNIhoVvNu+jsBDxHgoEGvydmIg7Linx8kODDktugHlG4EoCoe70tEkM+wtbTlhdiWLwXFzYuQo8eBHRv319cqfPToZz5SP+Wk7sPQ9VB/RMo/o0LOjnkVzJEA74uMjFT5EqKijsELfQXEj82tnoGIiAiZ8P4EKeUXKg1LABEoc2QVEiUdQ3xrhzoywAt83XPc9SsJMQVm71v+Mb7RM/ieKTK5m4on3ukc3o0msNQNIBCZvGoCQ0zf1Zg3A4ny/7T4LOjjffyPmC1CJ7glqI0z6CfL+bvrEEGWb6w30JUqNEx2WKAiLAz86qVgu7KwFnJ1h1dXQppIiDxB2thgMXQiKgIoPxUJ0qtaLYGgqGfVqpkwA20Or+IAxPHpr4D4xYsTkUR9BGz/P4MO4AWEjAjBh56kKG1yAS+99Ln8/PMXSjTEmEQE6hqXouXKZRx9TXYfA2pwP6jBKcjNuxHxhx5EvoKJ0DH8CcTxEqj212Ep0lVz7jRTlVg77+btCBj5XvXrddYQARzjboczGcdFTiSRoTcoCyMisBdqk7UAp/VWx47IN5EkH8//WHFUwx//n8TiM7ZWDGjPnHLYe/Zo4jxyBpYKTYyJgE0RAdcgBd75b8Lq6fTp3fBSX5wlEjh69Ci40zXQIewGsfAfONLNysR0Zs93xQP6sRt6Nj7lt5KaCgY0XwZcAUeJTUXEAXPr6b3fu35h+uMFVp/Y/r2ODDbYMxd58B4SkAbMpViIHM9BwKJteM+WJr8RVhjtKLnQtTwKnJiaaVFsxCipn+sK45r437BG4v1ZIOCbM3TPIoIc2iS9XPIX8Gpbqt51cycyMgZpwBPWO7vP0UgA4RSQHcoaeMMPPDb2Bmy154Oyry4zZnwjZ8+eRD0khw7thIko4rbgg6NlEAsdznjeq9eLiCNUTebO9VIiILZhCGqjMKwEw0ywXIMHdN26nWAXXlx5jNIH4f77h8IRzR/9twaXsD5HgBjn5eLl02oMgb5alq7cLvxilEUWgJE7IWR2zaX0zD4fdesmkXCam/7T6+C0Ckufh4cpX42MCh9rWjkXRtXWNfOZ4b1EArsgLaYoCEZYt5SLoEXNxUJs++mnLwGgr4CV2VSs+/0ZPmjdurVIlPOe/PnnwrT94OdXDrKfQMxdnDQqVs3Mm56ZCVKRQildgAgL/WPwyLfhBdPmXx/64HqzKY/6HI48/ROAXFMAO5sVoLm9h6x4Hp3aNC9Okd9RP0CdZnKfQe0TYdKCiETqStTnMAfUCfB3U3Pa5/E/xWitcTyKOge1O/7/DUdSe/eW1ZAVC5BbTe6vVrislA8BX24WVkITlbJo5PTG0zvFzb+QShNoTbA5ioW2b98Iav6i8hjeuXOPslUvUqS0Eg/VqVND692EBiCQZwpE6hUMT2Qls9WRAQEGPYzJJRhj428cDzkF+izwN/5Pr2MDyTh6MgncrkSeAxBxgRLf+rwMjh4HOYIkIgIiRnt0BOYD0jPWfPdAb4TXjpcvJw+XwIBgad++p4rMahSuGdeXVDnFNprZp5bnmHPujh/5O4dkWIaxjZH4xvyxxh7YDm0ZATzTRhuFc02xEJ9lcHa0Ilq58m/5/fcPZcSIJ5Gs6DGLU0sHxZdeehEmpB/id29p1GgkONOuIBSKwxihlPy55A3Z/M974usOBQXGTbGoSo7kgsEjDPuN6yn587l7YsNhQ5Htgwgu7Rye8Yp4Ytx2DLIIYhX98uDE611+fKpkROylHwHc2gIZOMhcwdE7x+r+JqClorrwLqfwTiVxCv5MFXI9tB5ioeNcE7RJQJsncM52RAB/oW40nobf5+L3f/A/EkBopqP4vwTOKXZqg0rva6uKkyOwapqyboQF4GLUb1OmgRTwgG4aweSMYioWouz5BpxstpzaJeXL1gXV7WGVApZAm6klK1VqDBnux+oeKgS//baEzJkzEXL2dwEYUlQ1AAFj4dzQ8yAYgeaYCY35Bi4hQbuXVyh0Cj+omDkaUGB7g4hIVYDIiD/Eo5FMPevZsL6F4bcQGRkBc98g8UJeBluVxbQyMsLTGMAtBa/BOIS2iGEIJFMwf67uNCe2IP8yILEhUzHnGgzSnQjAyLsAaF0AUPcX5GJo89238u74h8AZrJD69ZsqZGAA+H37tsOKZzEo+TVQzh9VYrrrAJj0/Kbzn59fEER+FZAfopqULVsDXGENEAQhaXkGuB9MuQUjmu0WuGfB300pgVmooOdzjdfjvrqAsA6ffTYMoqSSoPS1oIVc72RgGzqM0Wv45MmTMmTIIOzB5QD+vRFC+k0A/9IY52X0xVSnNyCiPCyBMJRwB8d56eo58cTRHRF7z0aeVNc98P/Rc4fyhfgEpXoh0dPBM0clFKbTPm5esvvkf1Lcr7D4Qbm+7fQeKRUQKnVK1pZ+1TvemLh+RgsM6RN8Y6R4D6IypATt6+l1TFayMyotZk6i9kSlwcgx1D6otNA5gDoIlUCUppePo1JBuxv1SVQCYd7zLOpa/bfXcVwB4LoSz+Wk/I26jONAJUBm/Uw//okjLXkWov6O+iPqYloy4phW8H86XhD/Rxg/4pycgvqfJqQ4KCcjnJM7ILXPwo+T727aZxT+YVUF7U/opzY54jkRgemsZu+c9qJB95dthEhut3BkJvqBAnIW+oGD8NDsXX6oMi3MLIMjh8SPOjIyHhzB36DW3lMmoEwHyfsaNOgm06e/ArHNFugOmkJp/DbEO/er8BDp4RRC7kI0VLZsKalXrxMUyR3giVxZfeSUX98EIsZQYfBnBuiyKy3JaHoJrCOjzkkAQkt4e3haBbwJk2Gtq2Vfi7khJ86dQuCxixDtJMP0111CgkKlaHCY+EG6yvxF9C/MqtDU9wZFauaRZrlIXARM/EGQ04fhiHEUgnZS+bQOYgkE6V0EZsBlAgOlBEx1ijMSILWvCrsgFj+8s+Yhy1mTr7+U18f1lMmf/gsRXGmkGT0vkyc/pSzBWMqVKwXHrRKw2AoFkCeRgFDlSN957lwERICLwf3dhC1lyzaEB3gnady4B9a1ihIJadyf9qb8n7qAzQCFjaFG5GtQLHXs2AHkWu4NwP6hyoc8ZkwTEAbHcZyAvVMXOSsmYgzV1TlNR8uVKweOsyZ0TNFAKiOgP/oViKEzEFUyTJbrQD/1KRBUU9m3a440hbUcHSWrTe4t33V7XTqWay4lPu4o33Z9XXpWaiXlPuuR/6sur9zoXal1auXJvQt80emlG70rt0mt9VWfAp91fPFGnyptUxt8O6DApA5jbvSv3jF10qZf8gd7Bdy4GB81Aq/EOhyVgHYR6guoX6NS3k7fg8moFKG8gkogPR31NVQqVb9FJXAnUmC7sahEJJ/o5ztxfE9vQ+RBMzZDNDMK57RiWgqkMBDntPAhIiDSISIiIqBfAJEUS0O9b/3fvH9wIgLHrVG7cFA0DcKqICqcIQa00DnY5F2wzSaar1C+vlX6AY2qLSBjxy5SMYYMU1OKB4KRzevjj7eotJMjR34DwLIbAMRXWWu8885yUG3hShTQu/dLilu4ft0FMYb+AFDZDo7AF/eXUFZIpBQHDZqoRBEwHFFmqOPHr1ZIghRko0bdFaLJKMFYdqZRIQIossOBCDwhLWCEkMwKo4gkA/4u37JKFqydLWt2LEdkymMA+Ddv9MW7VYAi/v6G3aVniz44R/gNIFDGLcsQoQGAaohAfzohJxrvPnNGfoPQ/Y8DB2Qn7S6zKDQ9JUJojtAZ9wOItsIxAIiBwP3P/o9K/S+/kLFv95bx42YBIfeB9dcmee21V2Gr3x8xoMrfgoCNx8UDytMyZ9eunUpJu2zZ3/Ljj/9TtVq1NljjZ7FOHVRzg7igCIjruWOHSO3aKdApafkmaC5MQwLmwKalWMeOHRA3qD/6XavyK9BxjHqCGGyMBx/sBSQQj3hWM8E1NMc9ND8uiPu9QVQ8BtFTabXnPLyDlXiviG+wvNZ8iFQPqQBq31PeuG+Y1IaXvRe40Xdbj5SGYdXyebt5pX7S4bkb95WoneoLjuDrLq/eaF68VqoPLKym93jrRsOiVVO9EZxuZq+3b5QNLpP6zJ/vysrjW4l19wMgxwEgU4lB60CQREJF6xH9nJYzx1FJEddGJaDmfVVRSU0TuMOjQi6TCkc/pXAepZ8XwzkBfjKuF9X743TyuiG/Z/sEtLmONuVwnqSf07s3hRQ8rrN/i4px/EYZbmO0+1ItlF5wndZD1XB9qul1sza8tybaEME5tDgRgQOmE4tIk9NmTYrVFG+/kLQkNEbX6RTFACzrT4ALxcdYCuy9NfoBUnhukKeWL19FyY9NxR38rXTp8mnOXlWq1FZiI+16BV2+r8USIgDkbyRuq1SppYA6+ypZsowCHKGh3O+ajJrUaJkyWmA7Er1+fgH44AOsEmPZMqVaTJzr4HAipRCC5SnRvAWFKN+H4h84isvKrRvkg5/elBVbSZRpxd+rkBQNLS/uADZJ4HzOXTkpW/ZtUPXT396Rod1GyzMPvgBltBdSElowp1DAXxN/QeGvZCmHjxyRd1atkun//ZcmImtUrJg0Cg+XshC8B6ONF8huOp9dx31xWMwr4BqOg+w+CK7hH1jVfLt1qwSBM7gfeY8fr11b7qtWTf4aOEiaTp0qT41qKZFI4jJv3jxQ1d2znDZGNi0Du1DW7t17qPZ7YCI0d+4cmP5+DgTfEYC5C4IGfoi9Uk4hd23vQM6gBA1IxwiOoFix0uAIVqsQEvPn0/JQQESMVIhq/vz5aeOYPn06rMSaypYt22XAgNkwRe4CpigKuTC+wb6IU2LH/7N3FYBRXUt0kmAhQBIswd2Cu7u7u3spxQptsVKgVGiB4k5xd3d394+7e3AIJPnn3Lcv2YRNsrvZhFD2tpfd7D657763M3dmzpypU2ccno+3CmgQI46HxICbKKGrp/xaDYjI969gHH+QgVWwcEd1PzKT9infHe9fIXqMpLtS3yhknfh9kA5FW2IBxfcfpUXBRtp7PHh1c9f0Z0GoSdX6+RaY0iLa8/eveuH3tgvCMPDmawFVvRkjjOju0RuwVAFNQ2qg4TjXjd5riAXtc2O3DS0A/fMAvzu2wQwHfI4BB7wPK5YxHtdAOg26pvT2K97weCEqAnzHGEJ3dLsiMJq4qPQWMAlJXy4tlLoJSaYHipWrBQGx7ZcPSFK4ZTw9kpmdrWuAp5u8ZmMiMWMEkv45T6srHL6n8Dd2RxlimkG24fmM99fd3raedE7XaxSDeYOe2D2JOnxwPcCx0FLg579MGSjD5g5S26X1zCalc9SVnGmLiyfI6pwRpHSCT90XwuTVu+dy8+EF2X12lWw6Nl9GQHFsPrhKxvScLgW8coZYCwUQR6UwF2Jl3BFC8TkmKgEEeTOgsipCAKeB24crfl8MisKftAn6eLmvE74rjf4UCoHfUTFsv35dNl6+LOXhZsnh4SEDy5aVYRXKyw+bNouruxv87doq3pqWNWtWKPWsIIHrIePGjYWF0R+KYDPox6dild9UuRF57+gmunePqLJAPine37VrJ6FuRTLkl9CzEbR16NAOFsJeWBpToARq4D4RiEIPmR7fpCvqiYpjsOb123feEtc9kTqB/+tnhqx63DfjeJmClGLGCCd98zxw1ayoqw0tyHtN1mZMmVOGV+zu127VEMYDeqCPsGa+Pvc+EP4noQSorBqiK0WAvxGuVxnDjGmE1mjyekfENdgtAtvMaikEyJxKpc4L2CgRYoEtSP4AVjYMop0AJXTJat+iVrHm6/+aG4Uus5g/oL5yQhToMRV/jY1YwFu4fTr91UpW7V4oiVyTS+vy/aVktlqgDXFDgPc9OH4+QLb4qoC3E1b07nBTeGRIIYUyV5IGxbvK/J0jZP2RWVK1Z3GZ3n+JVCtWARz3QW6UEmDxY7vI2sv/k4XntEVjY6zgv4GvPDn8/4wHvIFGNWGwBByIyj4WLITvN25UZRDn1KkjmRImlJa5cslZ4DYXnzkjjZH8lxGfJcUx73g/hzBei5U13c3WN9KU9O7dR1kK33zTAX7+ZnLr1nnEAX5VCj44hYimGB6oxMHvv+/6CYvo0qVLAESYhpjAd7AyWiiBH1rjvH/Aqj82addhFQSqR1N7mQsnNdoXir1toWb+6y7tlWXntg+C8NwAocrA75fYGMdoh66l02vxBUqCffwD19YcL+x48pX7ayCuVdl0aKSaYFA7Bj5jTIPbV8FLffzdGu/hkhCik+i2ohXUB5+HfvOwkV0R2OYxKpMtEUz2hKk/KUKj0Bn6OZxiwMcMLiKYwjmz6Ugx2wzgSz0KV6jvQOvAWWJlMmNFwHkDQhYB4I/ScnAD2XJ4tRTPWkO61BimLIBXIPR78cYEQg47AqMI5aBFiJO4p5af6k2S3PBv/720szQZUFXmDFonNYqVD2IZkBEqBiTkK5wvBoT5r6BWqJsli1IAz8KK6Os3wADPjYnj7AHShm6lNlAC7yCNsyZKJHnKlZP2qMEw59QpuUznPbb/8aefpCzO5WrMB2HlDc2cOTNiB9sUDHTy5CGI7zyDoB+rjmbMFcXYAWta05VdrhwBOIHt+fMXsDC6whWYUSpU+Bn350WAayykYfkRIAGF7IxAvTk5GFSYQCbhhekFZjTCTaP5yagqvX133zwR59HrZ0yiKkvIpBl7R7VNmC3dH+PPgfEzSF0ffQvRQviMMQ4GuhkUv4XOXAP2JupHosUeGA8ZgW2HYR+6oRhEP4+/6eCch06UEbOVO6LPxOesaxCqu8quCML5iGCSE+MQBUqhJKVDLFh4RmYwD63cQnrwEYG03dePqh9KBkBH9cIy4RzCF727ZhFoZpEbAt7GDSVlVVyg09/tlRKoVbijfFftL+Vy8SZs0czEyXcf3sj7j++kUr4W4gHMe/9ZjaT1kFqy5u89UhCxEm+DVaagrKBFiw086gi4ayrAFUQFoENozZlo/lLpOkpF1BB/0QcPgncqhaSGkGcM4S16EqzeB4CcrmG2bDIRkJ7VFy9K5y5dZA5cR3r7CKm9b99eZOseAGLorvL1J0iQAPGBDED05FRInuC1APR9mf8xadJkwFTdFBw0Blbp3br9rRBFenyJCvj8+YPKVZQjBz2bgW3ixHHILr6HuMAYFQTWXEGBwLfg86CEuqK99ZPocBOFmfWmDmCFVQD6j+Qe6eWv8l39Wq8YxAAxYaBEDX1Rjat7yI2TGHQ9dCoCBopbGy6Cn+dDp2uBQTv60uBvC2gEAhOlxFV/PhyH+zNQTQuDAXEGlAeje6MzlkDIbVp0HdFkcq7siiD8jxChYgnKpikAa/hToIAeKCaKh2iiHVcPiSfiAx4eyc2OD4R/iFH3CBS+rwxVweKBCM84EO6KPIm/56Ii1tYZUq1AW+lWYwRW1m/A7uljthLQr5yui+fwceeCVfB7q8XSc0pVafNbPdk8+ogkcHOH1aHVSPcF7VTm+K5SDvwM3hYqAeNZZjCZCv8FHPFDduyQKQgGR4fU/YgLfA8hz07l8A+QOQkRtZ0+BxXb4Ov/8YcfVPB40KD+yPIl0pGNWAS2QLdjxoypURegEooMNVEFYky1oUP/wmoenP+jh+F5Sy1NmnQOyCHgPN+8eQ4JiXChoVKc3ogSGjFiGHIWCkvmzBWwP+VQyEpA309ZBNBW0eH+NLdZbBVwHIgftMpf33/eqQ2y+erBXyEI10CwfolZx4zSkzV0F16JSNKD3GSJosuHwWfGEGjWanQBWotmQCntxPuq6EQ3kabingGRxIeFlgBfeQxmGQcEskO6N3ZFYO5TG/J2ZRK5uEvhZNngJP10vvVAMTMtn714KIfvnJWioG1wcXFQqI6vvVERvHipuTDjIQtaLSzVezhMAdn8ZUo3yZOulHSFO+g95pdKwBzBFNK80pWUI3Ux+bnxTPl5dkP5flRHmTd4kaqRTHEXE5BKCmvGAqxtjA1kwuqdv96ipUrJLiCPRuzdK31hBbyAcmGgmY3WAesX9ELG10Nggvv26SOTpk+XG7AQEifOAyE/Hbke+YDyiqliHx+gBJ89u43V+jGUEt2F4PBk9IlITsstXbr0gKAnJTlhV4Ft5MgxcvXqNVgI3yHXIBdyA4oq+DGt0UePbiNQnEplkOtt3bq1SDB7qpQGg8DmWUP0f/KatKx18xusApQmMH97bMmER0dnGVW5l2++yc0Tvfnw7jd82sqiY0SNjVdiGAx6M8dhHd1ChmExbuCEv+vybwh3ooiSG74znqs5+IwuI6QLqmQ2NsYRuFrojv1Z7YyWREv0IElopi7frgjC8VBgovmrK1EoWXaY4UC84IcaYkNW5RnUH3gNRAvjA8ZZoOEYgkW7hvQb/Rxj0QeuFMELTRGwXjEVAV1CPh/gOx/XQZxjuMqP9SYqAePjC1IyM1anYU0KlUHJ7LWlRdk+MmvrHzJ7/XxpW6MxitJAEcDH7Y3Vui6swzqWqe+pCNIijyAJcJuJQfYzcOBAGQh+eDegjzrlzy/vcHx2tg/M6sbrECCJ0mOf3YCs3sW1Zs9RBfDOBCp+kixZeqUIPsK9lTBheqzUy4Nw8HsohRsgfFuHJLNJyAFoIROQn/DXX8MR4KVs0Brnd8aMmaAqz4HvmgFmegpQYLp7/BXZYObMaYJcwty5M+Fyig/ocXEFETWv6QrAAUiqT5IpQz0E72fYhHTBDoE5yZIqj3Qv2Nj/9z3TW+B3OA2Cb7d5Y40aWzGAi3Fzxd8InW4dvVFBDMV3dHlRPmdmx99Z8cqHRvM5ahnQdEu7oa/gB4w3YDsqiEMGZBJdTPwuLDirPVgczseCvrdMxUm5S5P4fbC4lfHyCBbB4Tu47/hlpkub26z8gXCOTQkBBgXZmTtA2WPMT8PFIxeDOh0BV4nmEOCFd1zG+3OML2ERcPUcN7aroqCJBy/otNXz5ei5A9K34TRJEj81sP/mxwTCHp+/vAIevlnpn+TIxa3Sf8p3UqFgZUmKEqfO8Kc/YOIdBLSTRavbwLMyhuGKhKyKmTLJXJSunDh6tDxBYHj4qFFyDa9dCxeWFEjaojJ4jwn3Ye4CztW5YEH5AVXOfoUFMWnLkIADZslSU1E6JEqU3shV4wCBnhQMoV2B6mkpJ08uRg7Az6AkL4ZV5AAon0EB+zO2MGvWHFVXYOrU3qAoGYd4gT/gwe8UPbneSEG9ffs2KIc6isacOQPmNsVDhWtQisCiNb4WKzD3PAHbIV7Qu0Rbv3lnNjpd9777JwQfiem+tMDxQFwPaSlO6NeFayCvEoO9hdGZB0EFR6gpLYat6ArDy2vFdlzts6JbQCYl3nfH5+vxORXHRPxNF1KYzW4RhDlFoW5QELI+drGUOQEoD0Pp4se++9pR1FNOgcSdNBGqCPRi5cSJM9B45cpR9OMqg/QJWD4ZnFUwR/D6sEJaKmTgksMoY8Z8KGQTQ+UPRFYgW3MNPQVaJ4ZSBFROT19+kL/m9FEunHK5GspLBCttYQkY30lfILeYfNat5gjpOLaYjFjwu4zv/RfgqHGVW4juISe9NJsVz4gPhHw1Ly+ZBnTQdCRmjR45UjwTJ5Z+P/8sa5Gh3BxIoqpQFOkhpOPiPFQeTEy7jvqRmy5dlsQeiWXG9BkQ8MdRInKQjB27B5TgC5H8V8igDDS2WHa6cAoVao/7VwFQ1H4QEoORSXwclsAsFTBmK126NOpVfwOrYTyQQG2QiZwXnwaVmyeQfvzqlQ8UQVkzXULaxGhEhkxQcILVxt+BZXJdxQrCZCYNdhOQtxAXVvjg0t/4tVg+gEgbomrmWnGrPtsuENIMAumBoIBx4HPCSBWU1NC4ytfbDf0NtmN84ZOGz5lsZ5xwF+Y12hVBmFMU6gYlUyCTOKdHBn+B2R686YghB/xQfZBIc/LuOcmcqyRWW9FVoo+tG5kmKbtu374je/cuRTLQErgO9hiqpMGmdE2KspiJoAA0CooXL15BOexAFSqiVfwQNEyFUpfNkYjUCcHCpMqXbAlpm7XX8/bNc8BEnWG5xIAgFpm+ZrbcenBTenWcpoSMeX5qS8/ugCI0cDGkzA80UieZtGKY9GjYB0ltHlAEuJ24cIK4rW1c7WdBrkBhT0/5e8QI+a5TJ6zE+0rVqlVlyB9/yNQlS2QqBG8mIIjKIOvYC4lm72AdTAbK6Bo4PVbNXa0Szdhr166LPIPqoIduAFjnbmUJfDCKRzHDlzj/uHETgwZiBkqZ5pGVK/uCIqICXlfjvhJaLqAc+R31KxbCPdQNAeQ9iszunREs9uhRUuwwwzyb4hGypNEicIBifUP3qAnQROjHonvIzxEWmGV+JcBam+ap6T/+0CI5cIeFun5ZCSFowIBZMnr7tnZFYOUzgIeO3oz8+ZN6Sew4CUOPD2Cl99D7idwEaqUw3ELhWGiaHK1uAVy8eB5UwiPBEDldlZt0c0sOsrHWgBwWwso/LXzOboADxgkS0KNAIb3D/fsXsYpcI/PmDcExRgE6+BuETxcVy6CFYKWXJNTZVXBN/PTfIKEsDriBYsKHRT/9hGV/Sv70FWERFFUZwhHZ3kIZNC7ZXdYemi5jlvwtCZDLAK+JUgSWrWuDjlILnQIMXqiQtFyxQsZPmiTfd++u6kYsXrBAzsMqWLJ0qSyH62jCsWPkGFcHiAu00cSJE6V6NSbQai0TLIdVq9bDz++F1764N1wgcnTGK3rSh79RXFKlSvVSymLBglZQBuVRhW4L7n9i0EW7w1r4FTkG32GRsFbxVD1/7h1wnuPHj8K6iI8FQzLFfGp+o0WAovXgDHqjaCJ81TNmkQK3xirAw+MYO44MLtPJr8LszkygIlpmuPnjtm+pz4BdEVj/LKTCrhkLJAN0l/z1weMDPK7uz4BFcBHsjlzupE6Z1WZ+eApS0gs/fPgYFcj+wOpPK4eYPXtlIEkaAnGSU7l/SCfNHzYppll60liA0DKIEycB3AGlAF8sC0hiF9m2bQKEUVeQm+0EI+UMKBCuHCNGGTBmQUXgAppiVyCp1u7bIZdvX5Lh7UZilcgZi1i3rw9cK57uqaAMvpc5GyZIpcL1ldLjit4yBMynD9Ib+NcKgpeoFPovv/4qzZo0UQKZLTOEe39YCOys9HUdNBRsXnAnecKKCN7IL9S7dz+Q0/0C3qBT2CarEvxBG1bWuMevXz8BwVwTxH5ioKpcE9SFrqbKTsaJ44JM4w7gGfobz8tvEPiJQEhId7TWuJBgXYFYyIcxtjjM+YmougkgoXutuIOgCCy8c/ypsKSl2Qlm+qBgFZTPUsa/cvqisv7y3u+xQJsOq8BElqE5V/H1bmNXBNbfe0SIJXah5ICNBhR2CTxYcGqJM2AcZUuZwivc+QOKgA26h66grVtXwO/bGb7/uxDkFeAL7gi3TjblDvJByv8buF1Ca0Sj+CJCq68A3d2TSaNGw2BFFJQlS/ogkPtMhgxZq5gqw4GoNDmEAIsA3PvxAR2lpTRr/VhJlchLsqcuIm99NCvfOUYcwCxJI2F5/oA5t5fnqVawtaw6OEUlrjFe8QqFYRzjhccm0FQY0Ue9UPe32rx50q1nT5lvlDSmjy0tchbYw2qNGzfFin6gXLiwFfeYgIOQUGr+ShnkzFlPIX8WL24PK6IpyOlW4D5Gh4uqPxRCe+UqdHGBG4woKayu7969AzdSeQNsNKzRGD3ruEYngCWcUYfjOQPMAXECC5U4tIHFsQIWr0BgaUDJdr4bruxLCivkW4wsMNJu/mV81VvaFYH1t78g8weyJkqLX9Kn/lQKOf4MlCiBm+HCo2sSPa470vaThMsioBKgAvj4Een2o3rBjfMPfMMe+KFPQMC3jOLbIXePte0Dkt4YgCxYsJEy9efN64YEo/by88+zQ6yIZe25uB9dQxyvOyqt3X74RrYdWSdtyw+BMI4Fqmktq/fwpS2SLkl2MIwmQCIW60CHT0Dr4+VxSFRHqyAx+Isq5m0qC3eNRGKZA2gmoAhs4A9jrkBmxAp6wUU0DElj1VHHuEnjsLjFTM9oatBZJ0mSCHGdU2a4XTRlQJ6g589vI0ltkPTr11fFCZhv8Ntvv6EuAaxU3zjIJ3ikspQfPXqKgHMq5eaxxBLjPXJ0RHwHNTCe3LuuCOhU+VML9YDKNraEdkKfJrj3CqFOeK1MpWT5+e1dCL2EVfAoPM/l17avXRFYf8fzeyVMKwlcYeqH5k9Vy14fufLkFnyyKZWbxdoALJUAqYOfPfNGrYDGcuzYBriBKkn16v3hE0aw0QxOGHMulz/sV6+eSO7cNRA7uABX0XigUmrB31zXpklwnJqPyORiNa5ECNLuROGdd+8/giiuIjKIXysm0Vdvn8gvc5pI1lQFZUjzReAAiqmsA0uRKcGvmy6xGKgNsed/qyUpKm2lA5NphdxNZPl+UCxjpf0Sbh1bKAKel8dqDQrqfeAeatGmjWRDBjELv1ja6H5h8hctPfOav4KAli79I9yHl4A++gMsotmlMRQRLYJ+/frhPr+CJXAXCxR3pehdXTW6csuavxL8LrHjyz1QrLzH8x4NgX/LmxW0E2qhpWmcPsVb+a68sDMxAs/t8efvlp//693DrgisuPdYcbhjtwy5k4DiIxpgLlg9Bm+BHENUBB/lFqqSJUiXDUgNoFXM/R0bHVRXAo8fP8DqvAYKyxwCLvxbEIZ1UX5hDfNt8S841Kt/i3T+kiXbI465CpWq+iBRqbryO9sy14AuqXdY0bFE5caDKyQnIKPMG3iNcp4UxK4uCSVT8jxy/MpOGbWyh/zUYBICuSyhabLuh9l3My7cGIv2jJFxa36U9pUGS6akuSW1RxZkMZeUA+fXK/ppUkrbojHwTHqJoRUrSv3586Vy9epyADTXKcBBZEl7gKI49+8/gjDXE03D3puIIiai1a49Qh48IBtpK1gJ+aVjx47KKmCxG8YoPnzQjhknTmKjGtZhHz9wCwcE/BNA6QF8gIAxYz7WNMtpJwxngQssf9qCUjVDMXA37foWv9EJsApIkmRvZsyAXRGYMUkmNkmPz5Ky6lKYshfCjPw4TwEfzQy3kDWyRXcHvQCssF+/qiovoGrVPhDS7aAAXhjqEttWCfCaKaSJNCpevA3QKoNRoGQLzlkloEKadVNnJDowZBaC8Ycie4bs4pNXD0vFHB0MpSJZNtJfXOC6yZ+xnJy+vk82HZ8nmVLkkbool/jyjXW/cdIjx3N2lz3n1sr4NT+pwWRJkV+R0kWDn7sM/OpUBKwjYKvGO0MGUxaymQjOocZADZUDx9BG0E/T3WNuI/TzzZsPIJwrZYEidFCKgORxjRtPhTuxuNStWwv5CWcU9fUcuKvOgBpbfy7pZgysW23uyJhL4Aer1FPxGzwACs0DloV1zcoEM2UVOMhPRZv7QRGQf4fJViOtG8PXt5ddEVh3z3OC894hh0d6RFlDgNkFIIacsLp8LW+wUnIH3741jYFhBnSHDGmglEDlyj8oJcBAsLYytr0S0MfJOscZMxZTfuO9excrRWDLRqHDimD/u34CiWUvJXe64koo680X/uYsyfMpDh1Xt3gyae3Pkjd9GUmG8ohUsJa2mCh/yOplI5Z2VZz5KRNlUm4h1jQgjxGpqmPGjC93XjxVishWjXeILiJSUU+vV0/aIY+gMMjilkApGFNChHQ+Cmv6+BMhkJ4hQ+lQAsWmjuAAtNhLIJa8UHZyAhBDLUBN3QMJaq2VIjh37hyumWRxDioXgXEmSxvvoxuCz5yxB3ArIhtPy4W1olmVYMbzwCoomr6wf5k0+WXbtcPfGGIFttPoVlzLl7KLXRFYd6eye6Jma3r3FChTFcbTDl80IXVv/D9K3DhgpLSw0V/L4PDo0b0RE9gIodESOPGOsAR0JWDhAS3cnIlF9Bt7eGRAWcRdsAZQ0xdC2do4h/HptRjBB6zEo8n5G2eR3FVQkiVIB6Ec6GojUig5+HViOLhgBVtbVq1ZIZPXDpAhrVDb44PlIEUGoSev/0Wevb8rzi4xJY1HVmQ0u8MVxSo1DsgjSCo5wLNz9sE2lUsQEzkgrFEQZNyGP8gpRNI4c3mJONrnSMrIg5KQcxo1ki6ogFYMyuDPP/+UHsgxiMGEEBONbKTffNMe8ZmPCPSOxnZxVN1gyxYADopOOhcytW/dOoo61yMReE6q6KyPI4fhPdxzsWJ5QCHEs0oRKIsgrgZ7VYqAmcZWNyuhpIqoKqZ0K9jID4qA1Mys9vNFZRtbPWXh3NGuCKybwIzp4yeHHzSuxoYYvBkD0CHt3mKFy8R7F5CqWdK4II0DKuZduzYC9fG3pMFKp1KlXioXgC6VyGgMHEcHERsT0s6f3yre3o+wKqX7wDZnJ8LEDzEUrr4zJEHeAzKMX74NpFtm2Uk38N64OaMebqzoMnAAEqK+/U7O3NgvXikKBkBMzRlNbLiZjl3eLttOLZTO33WSZSuXSMqEmeGK0ll+NfK0Ylkqyb+XVwFC+l6uPHuGiljnFCcQmwvMM1f01EjOygB6CL7GixlTjZ8IIXOUApUBkUQLELT9E7xCvVGYZhJqGH/boYOUR+Ga5MmSqQDuvn37ZCGqmW3fvh0COiFW8EtAB1LYbGroT+fEX+1bqdIvUAbHAEXth1yT9Liv51Hg/gHucTaVcMi4gqWNVkRsuNxIM3HTWy+mZelRArcnjNRiKCl3h0KrmqWUfy7PjHLi/kXGCuZ9gRxE1k+clXvaFYGFE4cHi8wDGTMmQD5ZTGRzhYHT56rNx2A1xAQc05JGl5A3qqZMnPidKi5Sq9ZAhfH2Ufj6iHMHBR8jlYELLCAfn/ewCJ4jmcnDJjkFmkXgo8pMsmVKkfeTEocUsM5w5ySJn1KtXEf8PUoGDPxZ5m8bLb+3ZsU/86wCTTf7y8xNQyV9ptRg62ypirckK5jWkLimXbUPAp05UxUCgXtsufTkIdw5vrLkf0ErIiYAo+gzKAc/BJQTwToqgWQvEszlxeckm2MiGVlFjRtdJixYo2fb8tUN2/6NWEFlBGsnHTggPyDPgM0Z/EBvwTlk3Bo1mgR4cGWgfALqqFvyKAVs6weOpWhYNTdoMBEU1qWVW4jt6dOXipKakGFLyOb0AzNpkc+Io3N8JE9eUzQT5t0Z05dhdTIfFLYT6lp0zFvHv9PaP0ncxmINJjl5rJrA/+hOdkVg+Y1lRrGnF1bIZjUIoA+GhLMYMfQCI2btCYSRgCZgLGrLXlZxgSQITr9GUfDIVAL6SPUfJl0AtnKd64qAyoDHT5koI/z0wV1tmp/eFTQeN5CUFwvC85uO38hvv/4ptx5fEg+UrGS+QVgtVnQXOXvjoJy6uUv+nT4NmHcX+fjBF6ikBEEw+VRKHu4pxDNhJtl65aIMKltZ1kMwr0Px+RVYOd96/lzSIcCLiiKqtOQ61CZevW6dLF2zRpLDtdMM9Y2ro1xkYphyr6AQyGLKFgvupeP37qlCNfmx4j9444aqWcAAcm2UwyyVJo2cfvhQTsESuPz4saTAMZ5g2+lQfp6e2ZHgVzzMusFhzYH2PRYmWEgwg7hRo6kyc2a9AF6hRIiXWNtoEcSK5aboKS49uaEllalkGmvjLFa6h3gBgNc2yl7Rb+DOKU5wU7Hko10RhHFj7YrA8ic/JXaJnSVhGsBaTPtHAqGj2sEhOtVroAsi7JPSGrh/H26JZX+BIyYZKCMawKy3PlEs7DOGvAWF9BvgwxkbiA5iMat/2yZOwSAj4wRuzgkg1Fm1zVTMJShvTcvmreW3IX/IvrPrpFGpHmYpAiKC1h+aK3FcnaVpk2Zy+PAhNZrgEFEqOmdYel4pCsjpGwvkJTKMU6LsZDdQRDcE/n8tisZMP3JEOoMf6Ltvv5UJoJieNW2aLCef0OTJ8uf69TIRLp1ORYpIAxS+jwPlQIXA1fFrvMaHdj8GhdAJimM8COioGPpC2LdDnkF20E9QOdDVRArsxiggz5Y/f3OF+nljJVLq02lnvMAbHEYVpVq1P0FN8r3axMPDy2qXI58JZhd7IJ5z++pWBWSIHctF/E1k3Zv7LFrtHiLPVvwU0hRUKyP2z6kOKz413EPXzT3v17idXRFYftdTEOWSPF5iyHfT6Aq9PGXAoQ2LIkvMXQaId+6EIALFQ/XqnQHjdFfCOPIbOObxY3769BbiFVzxJbJZfEC7Fm3VmCR+GnEBx03w2IeBg0YeojJX/JRasJ0Bzpx5ssn24yukbvFvwyQ4YzD66asHsuP0cqnXrI4KyiqKabRXCBIHvy8cQ9aUeWXmqSkQ1O8kFrTyW7iB4kJAt4XArg430ALQS48Gq+hsUEdMHDNG6gMJVBvQ0L2oRPbH33/LHytXylIgffqC/rloypSqXjF5h+geegBa16Hly0tucArtv31bNsHaaJs7t1IygxAzWNKggVx48kT23boNqyMFEvuaKLZYjpPoLb63lB3U1HPD4HHx4p2BRNsMCOl6xAgy4biB8RnLnjVmF0cTD9RM2Hd6iTyCokkF2hBT9CvmHtfqnAKeAAuKNrmq+Y05OD/OBz9fUlTbE8xCmXi7IjD3qQzcLl1CYOs9kE4fUg0CZREYNV3QaCRqYTdiullBavPmqcpnmzVreQNZXNj72noLJwhRUhU8eHAJ7omcwIq72CQ+oI9Tn5vkCdNJbCBWWD3MuHEl/wx+8SsPTkvrWoHUDDWr1ZZfB/0uj57fkfjAvhsjjYLPQQwk/R2/shtB++fSpEFT9bUnqJkd8PTfhT/bMRjChe6ptBCKr3yjA0bqLdk8kijoJxFC3ugMGHdDcZkKUEhDtm2TBvXrS89evWQYFAChoGvQ12/YIN3xWSsohHaoPdAF28fEjWWtg0RID68JZfIaWb1FACfdgP0ZL3gAQV8eyoIw2qHbtqtxlirZF2Rw2xEfmYuksFFKEZBjiP74GCB5o/ClpahnA1vC+Enrh7UpKlb8DVZHe8VYSnoRaxuPl4ioLxzg+rM74Iyi+9T64ynKCWuK1vACEOvJmjyHf2kALDZdOdAcVsFwWAXhGYy10/JF7GdXBJbfprSJoQTixwFCwhyzF1ohGkuA8dn8YN5zSLfQ1auXsVI7hizSyqoMJhPHPkdjYPHBg8sKXpgtW0m4KGxbtEZPXnr8/J6qSUx4pzGfUBwo3eX7JomP/yskQtUPmIKSJUrKYPlVrt47q+IEoSkCKrOD5zajkImzFDGUcUyePIUkS5FEzl4//Imri/kESeOnkpixEsi0Y0dlZOVqaiWv+/sZCH4GC4HlKKfVrSv/wBU0fNgw3N8PMgoFaNgqIwhcAtDQAShTOQLfnYQ76C98lhT1B1TdYuZFwN1E88oRyWY+UDTlECuoh20mHzok0ZMmkfwJM0JIt5BNm4bBTXhOsYKuXz8ASmE+WGFPyw3EPLy9b4NmpBZcdrGhFDQlEY3Z7hCh5gh1cku5uaVCzCCDyjUIT2MCYiK4htjOIp5TMnPp8BxO7Wt1ToGCkkaHVVDTH4qA5R7LoLNyl72ZmAG7IrD8sfBMEjehOEJAiqnV0yf+H8AvufREI+rGnEZFcOHCPiWgMmUi6CHyEELBx0ch+r//bVMf581b1ab0ErzOe/c0GuTj13bKkPltpC8CmHFA/0AiOL4eurBZJm34WYqXKCZly5QNGF7WrNkkeiwnuXT7lBTPViPEaeVq/z2Chycu7UGcpQBWvRr1ATl7ihUGHcHirfL89SOJAWQSoapstNxiQ+imTpRO1l/ZJWkOHpAehYsgXvA+SJIZV/dUEH3ALso7NBqlKPPlzQtEUnN1HBcEgofTSkC8oGmrVtIEUFBmFhM66o1VvzvcTPExpuCtBxRDDywyHBwILmAluS5ADLWFoI8OltKiOG58AAnc5MCBKVAG+3Ffmsq6dX1BLncHBe//BRMtmW5Bz4HALWMLVApU5BqZHIP9gQFcPq56pTNzns3QtiEiiTUwJHoc5GFwDNYGio3PEr6gcdVMxfySxU3sdOflw2Y4ql0RhHAD7YrAgqcf5iUzftyZTKb8CuaYvfjRxQKtMdNr3qLotjmNZj6tATZPz0xmrezMOa6l2zD49+LFA9ARgJgtaQYIowKqLoGtGq/zwYPriD3ElA4dOoPldIS8mPZUOlX7De4eT1l/ZBb4hX4QTzBu/jtthgpW6y0hhGmq1ClgEfzPgDRyUNxEFGzGBdTpOvF+9UhuPrsgzQr2CjL0OrXqyYJ5i+XszUNSGNBMLalMk1/Rce0p4K46fXWXjD98BO4cF2mBojK0BIwbk86oIHpA2O9HTYFevXsD5lsLGboUwFqrU7u27APSqBo+b7ZokcyCKygzEEe3Fi+WeKg/EI3JIkYtJuMXhhjG0aOvwStFiojoyn+fLVstENbVV6v3KlV+V4lljBlQmFPA04JbtKi9iiF8991exCzGqgS0XLkaKOoIWg1E+NCtpPMQ2WqhweNTQbnDKjgNskKBtcF7Et4MbQaNrXrmECeI4+opdb3KyOiDC6rg95sM7qE7Vh3rP76TXRFYdoP5607ggUIuipzFwHoY6iGIQkFCVgw8y2/ehO3eoXBkveAHD+C7hhBjaUlruF8suyxTW/tD+LjIoUPkt/FGRivgkq7RoBjCf2T9CFyYvgDHkBNcZ0OHDoWwyiXtOrRWNYQdMGOoqCC58+SS2Si8nj59uiAn5j4pkqeUmyeuKx8/BQ4pI3zgfosOxauveqNhDh/AfeIPz3WunLmDHKNChYoSzz2OrD0wW4p4BVJn8DhkPo0VK74US54VbsDECOJuV1DPSigr6R1MGdBV5IIAdGuQufXctEl2IOBrXGGMJ82NYPCOLVukFBLG2iFTeH7DhuKJ49xFhbKUIdBSP3z4EYie5wYUJuNLhH7qtBrIQ0AgWXcH1agxXNGN0DVUFFxMVA78e//+KWAWTSX58rVE3YrSUOg5UKhmJFyPuxTBXHwQ/FFRUHFwX5IK8nmzhtSP+8SIEU+Sgbzv3P9WgA/qucRl0qU5LtRQHiur3UM8Jq6lafZKCBovdMN9pek4wXZP8H/nSHZFYNm9pCKI76kUgZ6NGvQAwaGj9O84w+8dCyvM12Emn2nQayaxvkRBdyKF+MO0JABo2eWEvDVXli9ePARyiYLEEwXPW0dInWUfH5C9YfVLFky6VOi+mTtvjty4eV2KFysJqGdTrDLp8/60UREcRdb1vWfXxR1Crff02hIPVMgDmsyCO+itUgwMNj+EImBLmyaoMnEFLLR50+YybuwEufnoIuICaeSdQdBSqJF64j7ux5z6v0vRyS2l24Z1MrdOPUURwexgfZnK1/dw5zDTmO0CylAGVwT8nGinTcg5yF+smHQH4dwskL4927FDPBC3iAlkUfAWK5YDgALOKCH6FkKaGd7GC2OiuZCnoPAHdO9ouRh8VnLn1oLqtBratl1leP9CCX03xFP4+fTptRBbqIO4y3hkrX8Hl1NJnKu6gqhGh5tMVRxDljErlWkIJVpjYbt6eP40qQrImRPz5RxqcBRImz/cikCrU2BF9TJeOZ6D/Clz+udGDs6xe+cYZLIrAhO/JbsisExyUhHEcucqx1wwPQVKTGdYBbHk+YvHZp+NgogWgZ4Ra/aONtqQ1sD69X9DIT1CjdtJwJi72tQa0IfJlSubDhtlfd7BqKsbWrt27RqCpN6S1BMIG59HMnheCxnZcaOkSpwZEFRXLXCsp7VCOD4C5UG0GOARMghq42N3/raLUgRztw6XASj8znH4wtcNR5MkhHtqH6w4FyC31jQbI/knNZVv166WeQhap4ISISRUF77E/esukNBgwlmRi7AYRG/VUJN4NArVDwCa6CKoqbMAYaSDCvTxxYvnBJ+/O6yhmLJhwwvMP10vIXH4QO0ZnknjoG9cA/8PhXmjRtOVO4goo/r1J0MxpIXgf4qSpMtgeXri85Jwz+UGl9UPqHXdCQpoISyInMhjSQ1lHUO5nwgl5nsez9QChcdPlkSrtXD07lkpgHrZtmhWu4dYNhOZxvW8ylIRFIF7KAvcQ1o6tb0FzIBdEVj2MFAROMYBQoMp9GY1/DjJeBkPgpWKICz9oSXmMNDopgrN8IelBQ0jq8GCgZ/33Llt4LqZjRq6xSC02tuMejr4VTg7sx7yO4WaCa0dQwLX0aNHpX379qjb21+2wM3SrHlT+PJjgTq6vhJQXaoPU4L5LVgoAxom9BmUWRzAXvVAsfF5sgCp07nzt6BbGC8e4I+qVbiDVh0N/vgYUN4U7i+RzZ0cpHurm/wjxaa1k+/WrZXZdeoCQuyi+IWi44ax3sDWK1fUoVmPOLRWFYlk7VEPYAoK2lfJmFEmgHyurmtc6fINqyxqzdeX5R81CyBv3tjgBIoha9Y8x31hvMAh4LuwngrjfAO9XjWtTJLPEeXDFX/37kdUbIHPm5dXVWSwZ0Mt44vgOWqLe/8XPqsGF1UPKVbsO9BQFIQSvglrNYGyHIhWYjlM7TllrMJHZS07wK227+Zx6WSGFRHWNfD7cLmHMKZ6WUr7DtoxOSaK5tTE4eyKINik2xWBOU9h4DYqAhgvBgq9hiDRP0km4w4wsxMABvng1TOFwQ8t856HJQmlp2c68P+vVxmahA0ComTZSK3amnGBOEgeu4k6t32hEOJASExTLgkW09Gx6lYd2sROPJ47KpO9fu2jXEPB2/79+1EQZ7YMA/xyDTJxsZqTGjVqoIh7b2nZsqVs2rJBovs7S5X8rZT1RPipKecF3T2k94hJ7KuJ9tdff8MVdVNmr/5T5mwbIQldksIigOsFcYXY0VDPl0dFglQ+rG6XNvwT9Yd7SM+NqA6X2EP+B1oIwj9ZyOYECOoKYYVfpgyRiqG3QQMGyCKgiDrDVfQEtQ9uDRsvbVt8AwHrKJcvv1dCv0qVeCC1IrWVgOgvmrRqlQAEhK9QMe4l3Du8V5bGUPXZIflcYLCHip8WqAuKABF1xPoFtBSaN18gyZLlhuC/BXTXKaU4bt48IlOnVsF3C6EwsoOwbj3GWF7VP6b7iMihOHE8JE3qQnIA2/qAJTcG3HO2iHNZVcaSk4egdQaQ0BVKnl123jhaC8/RUDsRXdDn064IwvrFBv1ewTvixLTAIqAQgSLwBIPmxZcP8AP0hWB1ChWGqcFGC0IYjFWJXIkTp4sE5JC/Sl6j22AeBN0rIG16916EcWQELNH2SoDzSGBM0qSa3yDeDuwAAKatSURBVP7cuf+pIi2HDx+WHj16QNhMVQyc06dPx4q9MxRSdyRU1YY7Iz7cVB7wb2eXNetWqlUoawk4RkdwlP/BUAvOgEwhR8EekssmNhK8Vq5YqZTO+o1r5eGjhxgboKkXL8utaw/l6tPbkiclgvawDKrmqCZTXz6RdquHqMzfGEAHZUfZSQcoAxap//GHH0KMaRg/SklAUFe6VCnUnF6BxyO65MzRG4F5X2T6OsjGjS/ADuoDHqCncNG4oApdPCX0qThLloyDeYohq1c/h1D2wSIBgfLwMD5jUBTwetMJ5xhAzpKlqlIKXIh063ZIWQ2PEEuh24hWw3UUC1q1qicosrfAgrgkW7f+CarwcVBa6cUDVsH+8+vkGuYuE+IEji9YQpiKiC40M63pIL89ggH8MAOWKj8chDkFzrGlVuZSVAR58Ul29FOW/fT/21vbFYFl9zcmhQngoHiiTQfOgmcVq82wWk2K2sbP75+GoH2tkBWhNXpJsmcvo4KoZ85sAlzQtsVgPj03lYCLwprPndtNbgOb37r1X6Arrq9qFNvSEmDclwHO96hNfO3aPawe3bEKjqcKqrNIStq0aZX//zGI11hBi8qALh2ihCj8jdu9+/fEGeOOCWZWfwPvE6HyTOA2Vgb8njkcdEGFFHgmNJVWBrversDVkz5zBtl17ZjkQXF0B1gW/ljhti3aXO6/fiz9t00UZydHmfDPP6r8o6XNwwP1rtFq1xoF9w8qox14iuuNjv4BPnsnJb927nwFhI+Psg7SpdMsmlSpYqDkZEJknr8AKkhzg8VADMSWjcrTONZAJcBVPWkoatQYodxBaVG3oX379VAKOZBrslqR2TFvYf/+SbJ/7zg1nEE7J0kJuIiaZquAWBnWUQZL2hFxBlJW+8GKM7eFyz0ENFn1jMV8+2wdE+3dR5+qdkUQdNbtisDcp1DbzlFbWZq/E1epDrAIksZLLB9eeUMYvQJyI2xFkDJlUilcuI7s2QPelkddsRJOjh+a+T8a80fIwjfxsOq/D6bT77HKO4qg4s8w/X9QcYGwYhrmnAeudCXUXr36AD//QfiQE6tztmmTUZ0rbdp8yJw9rlb79NmzGpfe3JG9G1K7fuO6JEICEzH/b8EJFDuhk2QuE1dOLPdWZSKUMsDNcgXK69VLFKRnElcoxwt+HtYUTuCZSPZcOyHdcQEOXHpzQlAPol+5bqok45hDi6Rps2ayZ/duCElNsJvbrl+/DOswgeREjOPjx1dwG/ri2onx1x4wno6uIiqGGTOewkfvArdTXOWqI6KoenVXzF1MWbv2ORTnRxVItuTZNHec3E6vUUDrgRxFbHQppU5dRMFOs2atoWIJTFpLnjyvlC//sxw+Okfmn94gmy/vlxZYzAwBAm3Zua2yp810eYjn7Tl+C1lBQxEN5HRcLPmxTrUBjWfalWTBDy/4xcGySeeRTvIn9ZLdN09Uw9d/WHL9//Vt7YrAsjsMRUBtYKEtjtWVJ/IBKES8nz+CO4T+1NAbBSeF5O7di7DyGy1Nm45SFBXW4LtDOhN/dM4oMn4VtYIXLuwlz0Ds1rr1UGnR4kcFFbW0+Ewg3w0FmHZWVjRbu3Y+Vv6ugDWWRaC3PGgT2oMiYTRcPd/Dv1wQLo7zcufOEZVHYG5j/eZLFy9JibSNgbaJKR+wWvfMHFuS5XCWFw8+yLnNLyUGhCiRLZ7A0X947yv3H9xH0PVTmGZI53yLSXD08Zelt7fL0mMguMtTS8UKlJaBO2pU9f7y8PVTWXh2i0IBrYO/n4lu5jRaOruhPNKlqwjLD8FprKYd8XSZKlJGtxDvxdatL5Fo+B7nclXBY7asWWNB8EZXyuDkybdKSUSLFg6Bac7gDdtQWNMyYKOCoJvOz++9pEiRDwq9vDx6el0uPb8lG1tMkNjIho4H12MqVLtzjhVHvl/WVzZePiDP+u+TyQfmyyPM408l2io3HxdbJHZ0ZP0O3D9aDYp8EOdB1jeKxDqaR9plfC2cwFixpVqmElQEeRAnyIw4wXkLLvc/valdEVh2e5G3BMSGighbsCN+MClctXrFjx7dFKdsOcPcmYKYNAqNGw9EjdmBWHnlhf+4NQTr03DnFfAaGBQmHHDHjkkQYH9BAMWSn36aj7oHjZQlYK4SoPAnygkucuXz1y2IefNGKH6kli1/hrtpAPzGKXHsaqiVOw1wxb3Iei0PeoQLCEr/g300S2cSUDSMBZjTTp8+Jc+fvhKvMvnhCkLg1MVBUgFdw5axVFx5ePG9PIOf3Tf6B5S/1GpHHD9+TArk/5TSIaTznT17Rh49fCTRQYbXfuUgyYGAYwagh/xhETgAPukAVNH0en/IYwT0tyK2UR6MoowzZMuWLcxL6N69qypEX7hwW7VtWLkiunXAuMC0aU9UrICdyCJXVye41uLDOngNXqKXOC5rA1i4WAlzxGFvoNfPJn/R27dvxCtzRTlxdLZWuhKta7FW0hWlVv3xe+heqJk0yV5FUXusvbhLroGkrk/Z76T6nC6K4mNDy8my58p+uGFjouBPFjXXKoBPPiRwCKlgkKFqXNgjM2yBe1YlfRG/flvHxfro51sen9oVgWFq7IrA7KdIbehLOCEeohBjVhCy+E37B12SQaomR6o72+Mnt5XgNKcRSNOy5S8QmKcRlBus+N4LF24C3+0bq4LHXLHFRKCbwvoKfmQbNoxQ8QAvr6IIBk6SzJmzqphAWO4gCiWuXJFTBYWBEo1vX0MYxZFZs4bAtbELNXjXw2e8B+6K27BkBsjw4XvUMWfNGgvLYzi4cK7DEkgDhEoFVRXr3Tsf0CIskt9//x3bN4XSgPUURps3fy7EAuIGQKe8fg1rIEcsiQNkDZsTVsXZ4TbZM+UxEsveo+ZxOokbPZGsXbdaOnZgnRLz2rRpk7FKjyctm8+XaTMbSIulfWVHu9moY0wUzEdxhMBjjGJRo+FSeUZHOXTiBJR1cRk4aJB0AMzVVDzi6dOnsIZ6QQEuxb38RiFuLCF7o4AntJR5BUQX0T2UJAkLz4sUKuSi4gcMJPM7uo9oZXyORndRKtR0cIgRV+adXCOVs1USf8yXlnfhJyUQcyGIwg/uobl1f0dFN20+8yfzwkILPxA8qw0X/4QFlKcc+HaxdFrWHxxNqaVbsZby5MUDByRp+sdGfo6QS4kJb3Sb0q0U2goGx/fyzOCfFeCLk/cvVsS8jPkccxMVz2lXBJbdlTdEPLz+8J7ohRBsAhMfY4WTwNlVnPFwP4BFEJag1YfEVTYRj337zgUFQzRkgP4MwX0GK88uqqA8MeDEbYfsLqIgcFQJQAz2MRh86dI+8M/MQvbrDrhv4sJP/w9cNF3w3inEhDGOl6t9nXn0NUyGG6iwlSGDF1b7f8vSpUPhw74BtwTpCT5CML+XH3+ch3HRl+0IgRgXyqEZUDErpWzZUtKv3zQkLZUOguJpAA7+HEDftGjRAm6OtUF4hYLfoqvXrsrUf6dI0czVUccgrbx89UJSFwjk9uH28eE6yVgyrvxv0wvEJOJL6Vy1oQimIAZyXaGTwmq0BmbMmIUg8LcqWF+31ghZsrij/Igku1F1BsNF9FwxjDjCNRIfbr/lzUZJhRkd5Oyj69K9WzcZPXYs9qkFuociuFcoPYkV8u7dO6EMp8MN9ghCuyMCwL+puE9Y1kDwsdIKiB3bAS699zJ58mMVNyhWLI6KD1AptGmTQEFMd+9+ZSXMNKzZCft75nXEA6SUim7dxQ1wid4TN0Co/RRCCa4uo3hXHJZ8pVsJ3w2uCD4oLLToDlpQ708U9gGSDRbYwTun1UlZ7S/TmLqOjbJV9B9bs7/f7EMLHLKBHDB38mwMxmEVgJuCwjQocA0FgXMZWw1kesUYyqctQEXA5DJPuIfuh301//0t7IrAsnuswO5vsbIIKSqnkHHBF2F4sF3hF00KnPbd+1eVGyW0XAJ9SNyGq27i33/+eQGCubkBp+wtp06tg4BpARRNRQi51Kq4vFa0RDsxBbdWUpJ88y8RiL2EFeJeZIquhWuK5R6dQS3wg1St2lUKFkyOz1gbWXPxGDf+TZQPUUxPUCjl3Ln9EIzlVMGcMWPawZVzEVmvuQAnrItxvsMK/0fENX4MyJVgnODWrVtQCuUxhgsyfvw46dQpMGnK+FxEBA0ZMkQlizVq1EjGQpCaCr4SyVOzdg3xfeckLSr8KD7vPkiCNNElYepPcwQywHXy4CIw8fffSY0ibWTV4anSDS6ZlSs02oWQGnMaWrduBeXnJqVLd4WCRA5B3uZQfodk9KFpUiRlLmmYr674AmvvC2XniCBnUtRUXtlklJSFZXADgdAYyC/4G8yj+D9IS5GimDRrNloFVulC8fNjIp11q3Yq2Y8f/QMsACKLPDyiqxhBhQrxVCCZ+QgMNkdkINn0PGpQ0Tw5asv8M8tk85UDUj9PbU04B2taYFhz+/uRJdUwH8XTFwmIERyEJQaSCcj4d9I+bx0pnDKH/2tkfbdYNsDx+8JN/bN5ZvQvN6OjY6f89fwb5a7ufwXsp6SLV1xHRCsRnUQFAZ9upQxF/Ybtm0MUQlH0paE+DF/Jl3ZFYNmNVs7sd6SftgSeQTKuWHElOeoKXL57SSkCc5uuDLgib9HiJ6wka8uSJUPh25+KVd84RSiWLFlWKIRUKhuZAWBmkJI19MGDK6qWwJs3mo82Q4Y8gGSOhPuiAQJ6SeBGIBRRBDIL0EVtRHT7UPhzjA8e3EMG7yysOBtjJX1efv21OoT1VkAdywK+OEJVLEuTpgIUQQUVXNavi9Y5rYenT19g9V8Vr5cQ8N4MPHy5UC+7X79+Knt4MVg5D2BAHZF9W7p0aZU3cA98/hs2rpdRY/6RV8/fSv9GMyRDErCBIokra774JmUpXUQ5DC6itIlhbZTtLbNW/g74Y3UZPXqMScuA52kFyujDh48qcjbSK7AwD4VVNazgb905BtK4AZIrSRbJlAQVvZj9TZGHeEg68NmshjIoN7OjvEJiVQxo0kxZ60ihggiCKt7/5Agmp1X8UXQHaZaAdUpAn0jdOjh//h2sRR9Yi/GUi4iN1BQdOyYEVcgLLB5oeVj22Jr7jIa0Hd1DadMUk2jIQp5zYpXUz13TEPQNPcBGpJ1SCgEEe2CDJdyUeSJ4vv+o2htffvD/gKI6xzrO9U0G99ETILi8cS98cZE3H92Q9KNrOU2p0d+vaY6q/qN3TXOsnbmMX0YP1EqAQiicLLs/+cLuv3pSyq4ItLtnVwSWPe0qHdP7/SssWkwH45QLNNivmz94B8Dj0gECevDWYQiWtzDtnc1WCIFEdALBmxGJXtOwqvwVQnMjkCKb4e8/DkF9QK3+KbCiIZjm4uIKweMBoVAJq88SCDwXg+DzUkKeQpsBYdRQV42oRzAd4Di0DJ7Ap/89hH8zfJ4GSU291XHKlWsgAweuA8oll4J5Nm3aQx2HFgu7caMlwT5sWFtYBKcVmiYsJcD9idKJHl17JGlJ0DpgY8KXnnmcOWl+aV9/IHD9pUHZ4S3x4ApJ4qVl35pq7iliiFeleHIWqJpm4NDh3Zm1+g/ZumOzdP6mC4R9LRWTeIVqYdu3b4elM0a5vdKlKwnrpwXiF2T/JMHbe4WRb1hvkoweX1qaLflJdneYizKWsbHI1QjufBE0zp4qlyxrPEIqzOoMmgrQPsODmDVrRRVHoRuPnUrB1o0rfmYbLwd0lvGBypXjYXEQTVkCdeq44fr8AugpbH3ukI5HJBE5jHJkqykbj8yUW4+uSooEKVWswNJmDCf1Z0U2/MYAG/bPnSqPFiOAS/Lkt4uI8ZVHLx/LH2W/8y+TpqD/BVSg671lrEPGhKkdPkJlN1j0o+Pc2r/6lU9bUGafWlcG7iFXuIeQMvl1N7sisOz+s47im0evn8UOSRGEeDgIkwwIdr07uxHC9gFW06ktO7Nha50B2cMjKXjvW0OQtVY1Al68eK5yFDRFEEPRQ8SNG0cFdbnKp3uHndtSSEPuIfHnLVb32urrm28qwb9cVerV+06OHdsApZEDbqPyMnHiBaxik+GYsaVEicoBwj80aiDmDaxaNQ/HXyK//TYEQqlymNe6EHQLv/zSF7GLq4gj9IEr6aycPau5cGI7ukvtkt9JqZy1JUPSXErNvgI1tp+vn6QtHE8RygVv7yH4Xtz/oLRyrDhg0oSHwOetj7SpMEBypi0ms7fQbTNMdWNFw+OQ3rkWkryIiffzoxHI4zuoVTxpnOvXHo3gdlvpggD+lAZ/iyOEkD87LD8/KIOiGYpBGQyTOvN7yvlL2xETOAPlmUbFdCypWx3mpAXbgC4hWginT79VWcd0D+XLF1tZCteugZ47CHuppUe3bnsqg3zgNTp26F9ZgJyCH8p3VZQP4W0a3QQr7hjxSjEwDuWbKG4C6V2hOzi538g7WA2Xuiz3TeGeXE7fO+cQ39nV3yVmHP/8sKKhCLwwjixQBt54bY0+Ev0BuhOUw6c+rPAOOgrvb1cElt0ciE95Cux47JDQCaFZ+xkSwg+DYNeTp/eUWyIMnrVQR6YLdm5EQU9KZXd314B96J5hnIwrf7ppdP//vXu3FOIoWbI0gKYWRawhBWIPy7C/C/Dovqom8dSp17EPSkZipZ82bUbl86fbR3f9hOYVowvrKWCdU6f2RN5ADlgvfUO9jtOnTwOx9B1W47sggDPA0pmP4GwdRXWxfftfSKgbI49f3ZF951cDFOKgahqnBt99POcEoImOKb5PY8qVzX7y5sVHSZzZSTyyaoGOJ1d95cRClL5EFTOipWJFdwULpZZXUDBTRcmaqpDsPrNS1h2eJcfBza83JejBzJkQxVXeIiAcVHCD0A7JVHnzNFHcO1N3j0I94wzSrQziHq8hSwz6yB+WWcWslWRJQ3+pNa+bzJzTVNq0XIS5TaYKyYTXHRTahPLe0Apg/sbSpd6wFN8jvuOrrAVbZx+b89Ohe4h5BQmS5JJpRxZLD8BHmSMQPu4hTrQJ95KOGOKDj4UCWyxwTKX3zICH10fypcjhv6v9TLD5AZL6+rEfsOCOQAGmwGaE9MFcFKZDt0AfDOUAWJO6o/Anyf7/er1juyIw52kO3IZFXZ8hozS5+EMycgUSrDiNxghvwu8LBZDKTUsku33nouTPx+fMNo3Pv/4boCBQ1CpwAVH40wI4d+4EhPNtCP1q8tdfTeBXvwdEzEXg0OtgpeoGheEEdkmtih9IPuGGcQ4IZgd3+4Q1YgaIly+fAQvlPs41O1T4ImMBrVo1w/mckCQ1TJVcZMYxffIkkatYcaBiw9wNgXvq9HK59uCczN42VBLGSyKZkueRlIkySeJdqYBG8ZBYDm5SrC44brJq3EUvQAFx6sZhlLZ5jazj1/LaBzTOOO6zVw9RqOam3H0CKmu8fwnXDxsJ1/Lnbw30TWdYCPEDXELBr5d39x0CmpUwtnsYT/cNwyQL4IgVslYQfwgfheDi7YdlUBloo8X4u87crjJleh1p23IJlHVKdeyIVAYcM1f/XJQcPfpWPQefQwlwHFqxmthStEArWbWyu2wDbLlCVkD4oejD04K7X0M8Fn+fCDBrDffGH6sm/EAKIE6QAW6qC49v1MIXLGNJBNFDKAAG1A6iI3Kmso97osfF59yOQS6YNKo4A/ur/wp5nV0RWPA0clWAB+LpXRCyqezSEJqKEwTXBnAdpEJQi2kxN2/9z6JYc1hDVMXS8IzTDaQndx05shOuld2giuiH4OsfCL6ukGXLvKVBg5+Uv5qr/DZt+qtV/v/+J1iFa2dB5USFItJdSGGd2/h7juPlS1+sRIdDqOcKNS6wcuVKjKUBAsE54ZaaDrbVbBgXKTg0wUwYKv9OCldQo0azoLRO4HrWwHW0Ea6W4/L4f2tlr6wNMrzOCb+RYg20uiMHLqyXPnO1ZK2QmguK2WTOXBlB9HJ4rQCfenqVKavh+kMO4hLp449cggb1JsiEyZWk4fwesgvxguxgt/RDwJI3H/mw4gAroQZI6kArB2XwnUyFMmjTcjHOkxbX6R3qOSyZ91CewzAZSrVKZlxdW5IhyaCzjlALez+CF7JCoa/dOEjGHJgrFVAbQK/jYP11qkxjBb6z6BhqxeSHALa7FE2Ri4oA0CSJRSXA4+B1NV7YyXY7GS878NkrvM+N9xXQCT2agl4cPRs+J4mdG7ZZZ8k4GJvA9lQklmdJG50Ix+GNIGfNaxzLAhhK0NHaFYEld0/b9vYdVO7ywyrDUflbTNxHDfYQVJJAcSQAqidpnIRAnlxUbhtzIKSmhsf96ILRYagqex7x0gMHNgODPx4JS7OR2LUTLp9fsaruACjkb/B598APPjoQQ9WUK4kuIwZ7KQNQ5wUCV+AO0Y6D2imgwLZ8YrjvkSMHVMLYn3/yt2K6Xb16FS6gxjifF0jLVmIFnhDjITvlp8JXozBwgMLIBndWXiiEHjj+VcQQkPULKCx582l9vMZq3NklkOsnDrD9nkAVxQJai90ZBWtYmjFuXA+4aJIaqnWlgCWQSCXq0X+vc+iEvVpnycjX6lgtms6R8ZMrS80538qeDvMkqXsylSRFRcDmj4pf1WAZrHKcILWxzYSpVaUdlAGJ2gLPZ/lc22oPrTBQ0IL2oR/bH89P9IA547a03lgHOaR8CNZEIGIqf95msm7vGDl356xkAeePvxEqyNLr0X47jBOElM8TxhGxf4lUueXf4yvJOUI2w0PB94BgvYjP2Nn6oSNXcJAvhO9OvL9rWBgOxXu6j5Lg8+F4jYHPu+B9Erz3wXsNsmfU8B3T27egj0UP3Xdq4jKwP5NmYuLYrHRFRmQyqbL62ifXYO68mqUIcGLm7pNERa8Z+B6DuB7WSbAfUx6ZJnof21vDPRvWKT7H91cfgObhMXpiN7gWzU1zZ8UxmMhegLDtQ6YwfbjRojFL1LxL4INPXz+F/4cPfhCGTxWB2smTewCFbC8DBqxUsNFLlw5DQN6Bn7snVuRt4PtPCEGYGDBR+rw14W/cdGVEnjckxSqLInly3DCk2YCi3yT3TUgj5r4HDqyEW8IRAeIqIV4YYwIkoGvTZpoSxGGvjlFxGL5mdgZwE6MSGStnsTFxiULoxYs3yNQNRA9lylhO2rYpjGuPrtxTWp4F+GugBVUVMgQxyZ3PY/qAT8jSxuPReqFAb9F0Nmgfakg9xAM2t50uLqBN8APJGSUV0gxQzOGZVAL75sbW/0otKIOJU6tLq2ZzFXsnS0Nauqi1dKymtqcCYJ8zp7HkydMUxHcNDPGL0I9OpUlLbfnyropcrkyZPgqeHFhNz/T+REoVzNdMDuwbL2MPzpdxSBYLXwshTmDuQRnETurlG90pmhOS1PKFJUQNK3f1a8X7mUanaYP3sQ0rc/xyxNHwfgfeX0eviL+5zT3sp/lfRZoaXqvhu8H43NLoOV1ZdFPVRee+PdCvmnvpprYzSxFgx3roDKTwwthccQHk6WiOi2CUPaTGUk1r0DnR5tdpDM8VRfy+Fx5j9XkbVa8Sx2eciZZisKYcQ0FXt+oj4MdLAba2ZvNIIDkuwCWRJVRFoAX+NLfP69cfkEl6FgIwJYT0PXDy5MHKfx6ESU5VU5j01sWL1wJKpKparVEoJ03qogLSYfn5tQCvAHbIOgjatdAqABO02tccSgyO9d07f/ikt8DNxNW7Fg8J3lhsZs2a9UAg9VSC5DV8+WGvwAOPQqHP1Tu71jQ2WG1lG/g4U1DTvfQRmjPQ8rJc4If+OGnBYyqd+vUnyuJF7eXbFQNlJignHBB3AaDUEDPAezwzJUB4trntDKk9+1uZNKWqNGn0L4j26ivBqrF7huyOiojHmnN0584J3PMKSpAHb/yeGekcFwEGnPuY4F06jXgNaxGQjtofsbKFC9vAUuuJZ7GYyl431Xi/6P7LnLWmzDq+UvqX6ihJkB3vx5wcKxsMb9556/bGeTMiRpDGLZlcfHKDAbvx1hwI8u+S0X4N+R6ykQ/jSPRneE+3AdMK96Kvx99crZAG+zv0n9FL83P9GPgekW0piH4bx95h9HlJvGd6NX6ZQp6knNg2F7Y5gddb+FtNJN4z8M1jPsJ3tDrMauYqAnccDQ4EKWE4KjJ4hNg+5NpLx1DOxElgdotp0L1ZQ4xyG12FUPe78Pi6U540+UNcz5uME2AVUi4d7vFmkZOnt8Mfn0X54vWm6w4GXDXEjw+SxtZi1Zka7gxP6do1N8jFBkLo9AI9wTfAv6dQK/1//tmltqffP0aM6Oq93s2dPSqDS3ikUZcd59IUEOMFyO9SrqSw8uc0ZeIN/P9ZUFZ0CPG0U6ZMxHfRkd/QJkShYe6Yte20YnEMSn78GNTo1LKrrRQUFgyC1bzy52uBBLzzMmvncNzjQtK8UGMKfwcw1YKOyZcAFUBLvSUvcO+MJ9RGzGDevGby9NkNKVmimxK0LAJjtWCzYLzGmzKQqykBYyWpu3+iISv5tFJSRFM5OrKc5UssYo4pNxuv6QEC5reQG0PFkDJlfvVZSJQnVCQlinSUycg0nnx4sfxS5SfF4mp9C8e9xbMRHXQTeZEECEWQm94LW0FGDd4PFawyKAUkOwSUGORKntlxs9Gro3N1rxQBtm2JF7qazqInx98n8NrYcDzGK+6g0ytD+cublgDb8Fjb0IsaPDBL8J7WQUL8TZndyByLw1xFwKeEwQhvw03zxkn4i25nuABqKGogDpwXRL5vhCCFyzbicT/is4p4hbNBaTT6t+biM127ncLfvBjV8DmDHzR7eNHrdDcUPufEUSvSp0cf3FLdB4fv6Lri99z3ED7fbzhWJbwiVUq4fEfalKzCd3cN3zFQ5K9vq58/jFeuAJ6cfHAxUeNQSkOZpJrAQw/SK0kH3/KufUulft1v1WqbQltf+b979xECYgx8qomAYKkrf/xRX0qVagoY5kwogimwIgrAp+6CKl6jAvICdJp8jttcV1Pwa+QxqEjO4hEsVEgT/GRspovo9u2wXUS8jsePyaPkA2uCt+fTxnoAK1cuQ/JaJYWrJzzTVk1DSwUKs7AUl63Oy+MoJBGCxOXL9ZELl7ZJLyCJKmYoLonjJuSKF54pKgOiFQGbxDWnRj7J9nazpO3SfrJsfT/QY/9Pqlf9MwCtZMuxWXMszefvD3BBF9z7oypbnXEVlrHkyv7Gjf0ABTyAhboTz+Ab5Wa7cmUHUFctVY0CX+R3mGqMq6QCbDdlulLKPdS1cDNxd3HHHJmwqs0YuCFSbHnAmMfmswLLuWDybKDA2MhVOOFm9HLYtBmE+A2jg1Lwr8Dn/pBZ0/B+hkGY0/T6C70/vpuCzxjw4ngoBxejU+sRe8yAdXf0ithuK7ZjvID+Re4/En0ePu+HzxmMXoTOa6PMDLWZqwh4EPq+uMLnr41Cl36uE4aj/4rX3UZ/c0C/o1PTcXuq/UHobujb0SvgWLQkIGbUd7/j7664gKl4TYW/N6HfQ6ed2R+fUasR7M1gDKUHQ5l0EjMokx+vVAo0vRg0YdJXb3yOXQZRWTE9lefl8YiNSW34nhPLiOYIdKU0zGk45mMc+/KZB1cSqcQYExBSHkdZBMEzjBEwjg7+k/rZK8nQw/Ox2noAf7eHErqTJvVVCWHfffcPmCUnIziaBglBzZDwtBexABLMCQK+7dQr3TV6DoK1AWdT1xodER0wLKjYAKkn2OgiAs2QOl9oLiJ+9+gRLVTua9g52EmOHz+ucgxKlqRuZrOtqya4EoxMZcCAaKxYblKj6u8yZUpl+Wv3VBlWc6BhxYt1coAygGUA94kbSAiXNhsrv6DWxGBU8bp+64g0qD0GGc0lFGpJKzofjhWvOQ9zCNuwWh0hu/funZYuXfYq+Oe0adVBN/IbEFwTpECBtnLw4BQgw5orRbBrF2lLuiploaO+TB2ayoVKpQy2nTGjjvx7bJn0LNtFYfyta+Gcn48fUMc4G7UWV9VE/9hcERhfF+QGY61l0C/j/XS8Uoh7oBu7zhdwH8gZQlm5OKZLiIqAbTY+56KaQl+jnNV+RFxsMz7BxS6Py/0pJ7n4NquZqwgI3ciMTogU3TxcdVOIw7ZTjXg74+rjHAQFvH6n+Eon6BYM8DtcSBO8n8XB4+/7+JsXUhN9Kjqj8w/xeSkeGN+Nwgs1Jdap6pin8V0ng8ajcKcm52QMwefKz4fvaHbVQaci4D7e6JwU3gQqk97oudGp2OZzHwvbyVMPLxV+A3hgbJDJmSwsHxAnIL0E7hmI4fzBuEjTOm/yrOK/zwcB3goQ8p5Y9ZMM7iYCno/Vin7o0J2GYiXQdjkLGgLEGtKHLSIFHAX6uXMa7QStFGYJo2iYyi8ITRFwTC9eaACJhAmJD/i0HTy4T32YPHkuq2i0Q7tHWkzg81gEhruirAJSU2SCH3zCoQXSo0hzSYaMVr8P7zA6R39HB4apYRmwyDtW1kTfDKrcS/JhVfrtigFgEq0gZcr2lRLFuylfvCX01BY+v6FuTvcOXT0MrG/ePATb0u32XlkHWqIiM7YRAYGy0hQWqNlDZcENPB1jCOlBD5IkZUH5Z+9M6Zi/AWqAxzGwklp+FeFCDqGITpaEaf2ToXogkIBcUM61fAQW7cEUe8pBun8oRzl5dPO0Rh+ATuHOlTzlKRsX3BcM7/lw66aWLk/5Fd+z6z42N31EkIM18P5/kIuI/oXezFUEdNFcR2+PTuH5DgenEDZuQZ2Mn56Xgz1u+Ji+9fNUAoa/KUE4IWwU0HOMdl+I93VxUZwk7qcHQPieq39nHOcIvi+APpNjQ6eG1c0havvVNNHwPa2GGHil8qDi2YPPjRXYp6M2/ckhPDjfnH983SFPanA0ALnyyVTA7HSI6eIPXgOHRy8fyvnHN6R4usLy95bRMnDHZEVLfR3oIdYCYCGRXr20S6YiYClHPTM4OMrH3AFaux2FPesgMLcgL9dIaGRtposIRbVCRBFpwWJNU8WJQ+X4aTtz5jSEi5taORoXTLd2rMH3IxOn3iJSWYY8XoBG4U8vXbyLTDy7En7wJTKoKtZKsBxJl4awth9+/QY3EdFLCGQjC7l69srg4c8mPdb9IQu2/i5nz2+QujVHwLIqrILR9K1HpHVAVxCDwiTDo0Ll3xTszs7xVZF6KiTmWDg7u+NzKoFPXT96icmw7iX35XnKluiuEEuzj6+WTiXbqgQ8yxtFSjisSlJlg3wuC1x1+D3nsvz8Fu/RCXush8xZqe9pcAvxx/89OiJy8i8+o1Lgwpcw086GbWlNUJaxUYmkwXaUmZR3buhw4KqF+kR6V/BK2MdodAaew2zmKgKe+A0ugD5+U40DNJaGNHdMOQp1c4bHMw4g6y4nHpv+rjRGJyHOl5oz+K+B+/BJeI4LZ9CakXjGLKhBf0ZHqFO1gKcF43+LbekG4uTSkc3ljjXtCFLTPxy6cyZannSFYO/SQY0HkhFTkJCRBOvuk1uy/vI+aZCzmiz73zb5Zs3vcqHLcimNQGIsFFO/8uiaTEf91ubNfwMePWaAq4f+JLp/Pmejiwicb4qUzpMYBE4WZovIIsJXTYVGKHgpPNgYsDbVrl27rJRALGD6SeJm62bsGtKQRLY+Q9jHox88ZcoCkjxtSZl6dIn8WLyNuKAYkB9hrlAGeOgZOQ5QBkw58QdqyBOr0vlNRks1lMT8fs1vMn5CWRSd+VsKF2qvVt0RFUgm1cMrJEg+e3ZTwXj5t6trMqzaS8H98y8WAUVVtvfy5V2ACiqBR5zxA9g1CuWkNV6zxnBrnlCmYsmUqbwk9Mwhf+/5V1rnra0qkRkfM+yZtsEW/M3Giik5QBOy5eqh9BSskBFcXNq8GXz5dOkwLmDctuIPPe7ZGO+JzmSgmW7xehgPA8dsutub79eicyFbFd/PxrH5HX983dDpQRmLTs3KQDNjtWE2cxUBBT39WSE1KohmGNAevBKKRX+VLri5H3+SRA/pGo2SwnjZSEgVv2ebhD7PcHFUCvThTzGs6N2MjsFj8thUKDwWFQ+fRALYGZChL5/f85w8vt7oCqLmpJ+CcQ1rGpNMLm2/ftTrmxLQPdExdP8PchPB0n/2z3XsVKCR37WnNxzarfrVIQ0SjGpkLQfz10USIj6QEdTFxYApP31ht0zCj37j5mnSumWvIOghawZky310IcrAcYIEpCvQXESZ4RxEEa4Aq0CntdAVg77Kd3L69LGiU+QRUpbd3NJjRRjN5orgcwaLjede84NHU5QKCxe0lg0X90jdvLUAm2CcT2XDYtng74eHF291+CPcWrAaWAu7KVwlxYAs6ogiRKtXfS83bh2SWtWHKeUZETxFTPQ6BEK4U6cWK3cPFUEukMRVqPAzYkPXwBlVFfc/FmJWWQw1FD4o64HKgduz3nJaKL29e8epDG0XlwRhWntUJNGxYCpTsrssAvR08ZmN0rwgZKAV4IHgcThrfge5PTNTbjDOmBY9QhQBjkuwTfHg48NnfDAK0eOB91wCNsR7kt5RfgY0/M2Frmp4T8shL7ZTi2m60fHeAa+8jm/4OeWlJXNhriK4gYOGFlClz51+r4Hoy9Dp6+cSgcu+7ehcPhxA1y0KupWMhTCDNJwQXtRSXAhX9m3QqTBG47M/DRfFfRTix3BMHpsTRovgb/R/0Ol++gad5hGDwzvQrxr24Qv/poLZbulk6cfAfqSa2H3i/gWvy8iS7LJuqGOH/HX9cyRK7z/u8CKHfEmzONTPWdX/UPuZfl6J0zu4OMdzaJq/PnT2GxUncEAR+uwoyZcvcQZZD0VQv+73hkQno1F+5rd0ET3HmuIC7Cu9BG8a2Gl0EbFT8FI5UEno5S0pMNh8TLDpkWKaVM+uru4GiKHtLzBosPgzmAOGS+IKOX26UhIdxHizT6yUurmrB/DwU3CxaS4iEN+oKizaWFn9TgBFTYX8lPWtpsgg1JsYhJrSDx5ckMYNpsA6y2qzbGQKY6J7GjeepZBAyk1lMKEopOnLr1FjOJhyb6oEPHf3VCoBjzWzs2WrhUVBJQObKmmux+LePsQCwUUl+JnTaBV4Zaki8eByGrb7X2mcq7oqUam5wSxrak7NNUeCHxrj9Uqcxh/ndvT196WXgEAUm7ewZI1BCajzBlcCIQ3G+JgGJaDvb5ES4E5mKQKchFFrPXL9ybjw/R18yFW4qUYTho3CWR/oZrxh1/+mLyug0dzBH+xBGj4POAfe03TSj83tGL8wbjSf2BgXMG7Uog/RQ7ye4OfV/4bwZxSUTyqf9hJXUXD71P2Lcv/1U4cHLx/7p4Ov91aPdb4JgU92wqOZP00BpMS+c/Cny8QIGcEfoQOyTzsWaijtVw3BKnsXsmJLBQSDQzp/ZH9OIQ82CEU/gRIE6tdGpUAUkZubICNVUwonT2pUFSx9yfbihdLpQRqVw3vAnWKyLGEEoWGCB4s/h2uIF63x8HtgrmrIxqMz5S7iQ6Se8Ddg5uGRMHIRBVUGnBs/KBIGkgdW/lGye2SSNkt/krGTykvzRtOVANbiBiG7Yeivp/AOLhtNfc4VfHBqbC3zmoHgj7gOLpTp9tNLavqr1XxMBHi1oLGv8vmTTE+rs2B6XNq5A4U838cG309JkPytXtlD1p/fIdVzVoWb7NNnJ7TnPtz3GNeZMX5Kf4848eXuy0e5IuM3BjlC1znjrEECIwYADKH1lE+fNK768SH3fYptrIVambxEsxRBZExOZJwDE5kT5/kNnZF03fcW6qmxD60KxiMg7hQrITA1Kl9hL4rYp0U+QfTjPdb6ChAj8v6teCjaCVh4KqPrNX4W4ELRa+8ZnwnWQT0wVv6wfrisXDdWKQJbQkFtMZ8cDy+DLqKiRbXYAJPNihXTXmk1kF9IJ71zddXQQg8e6BiAwFEEFTbm+ZItuQZ9rHoVrnALCEtObmJbrrBzZ68jxw9Pl1UXd8o3xWDgGiVPEUtGFxHjBb7+flg38BHTm5YV7QBXSd08NSU96Msbgb5i+vRaKDFK+GYrhVAyReXMRcYHlGSMTpoLI8HL42sxHC1ZTBfYIQfttdCajgpycIimqDo4Lgp/3wDzS8s6ZtOyu003Hkf7PtBSo1WQC3O0ZdtfgNtOk+pgJaV7TFlGZrdwWn6YozjgAMuSMA0VAZY5kdK4aGU+QIlgZ1uBvxkzCCl2yZUWF7YN0OkeslmLcEUAQZoBo6UGo6sooOHzVPiDpEzB0UfG26TGH2Toe2yjK6bvgrEBBmRCbBhbaXyZEuediVfmGjC5g/7DYejPDCZZe17D+kt7yw/yeW1Y6jDSG1RRKyJSEmMFYyP1h7JwAy11S/zQRx1YjIScawjMpYlSsQJOEOPfZCNl1rFOPwGKo4DGLGi1vMUMeHpqMf5rZLEL1qLDvIgBelQWa7fWig/rGfD11bKMP7cS4DjpbiEPf2y3VDL/5Br5plDTIFm3HCYeDMhWKgM9+9hYGWiJaqSmyJkih2zvMEcaL+gBZtdOsLjugePnJ5zjtcEfrwlDrrqJ6pk1qyEWFh0BPa6vED902THrecmSjshKn4KM9AwWwXcpwMnJRMVC94/x/SNl95o1P8GFdAtZ77M/ySMg3cnLl/eRJNkCLqRxiidKC3xrPFFxYDkVxVi3bBoou0BRXSIj3OjIp4m0phgbwQGWOK1svXYoI37TcQzehogcwnIc/EfKRpwLvywFeac85EKVLu3QGpWBJZrSrOuIcEWAUTAvwA29lj4iXDQDuDvQ+6KHhuMnrGoNuh4jMOuiQtoIk84VPfsnDWPiKp+5BrwRHdCr4zNm5n2PTnONy1iVp2DU1p64f7H86Tv/k+wpcA9hAZhspthIuSFWSZ0KNJBRBxfImvXjpUfXv6OcIqBg5W+F0NH06T/NJaBFQBcS0UQJEiSH4nCBq+vYJ9PAKmDx4rlCiD1UAi4irB9trFzx6vxD4XpcwrWz7vrIhTKNe/eMlqsPr0ha1C0IUqYRw+RMcLFAZUBUkSm3GbORPeN5yIbW06TVkj6yYPNgeQOkUdUqXDiSuFBL2eE5SeJH1M+xY/MQ9G2kriFaNGc5f369ct0kTJhOKQ8GeSmkua+O9uK2FPRc4etQUio0unB27x6N3IL9YI2dB4TQ04DtuE86xEP4mS7guS8DyrQeNDfTR8UUy+PyagO//6AQR3lzN5JtO4bJ6P1zoAhKBMRTzL0B4colUCfxl8yAkKLRpKVANstbYO74gm9HbwRkC+OiXNnTQ8FGN/c1fKdg7/ieEPfyhu+24XMCVNgId0+L75PhM8pG1fB3Lbwcw2c38Z7+POYQMBZK9oUwAy+RoQhmYTCLMDhjaBaj58xNYOZxaI22pO39CIGTx8n/EZ1II5qFDdEZeO7JuUWnxRI8xmA83rUf/D7+vuL8jtjZU+cLcbKx9KNV8Ol1gso6U9KsUidTSVm9fiLq4faGME0QrsplYcynRV/rq+u0sIWIGDKVUMYaCFQGDBjHjx8PCJLcyDTd8cl5KAA8PZOgKPwto6xZ291aDTUUtECPRRcbARtTwGZFQHQfFMHaS3ukC6iXg5dpxAyoAosMdrIZB48Dh6TFDWJCeM9vNEISokTmWByTsYI6LKmJz3V4KYUvC/wsXtwBkNDrKlZBt8yFCxsAAa6t6i7z7/v3/wdKkMsqT4D1EchcS5fPjRsHlMVADiEqltSpiyiG1GvXdiveIZYQdXNLGbAds49dgIaLHz+1UjCMHTx9eh3bnkLcIAWsovwKCEGrhM8AFc2jR5fw/XF8nxrnzy4JsG9uKIOVB6fK1XsXDAqTlqM5TXNhhavhOrMmSsNVNuGdtPwjVBEYxspFJuGixopgJb+DrKyGF8rNbYZtya5ApcFFLOOT9O2NwmekmaBSYZD7X3TWR8iKVwJ2CBsF5k/ouaiD7fQkNZNTFRmKYCfO7I2uXxwHAgiN7Mbg+DkvvCReSqHz7pMLiNqSjX4WZ3zfHK8b9SCKYfVOl9F2vGfyGKFV19GZgm2J2cQbT+gpJ2w4Ol1GLw2rf5MTZvwhtmOq+P7l57aX7Veqg3rglTQy1TTnUBBtoPuLfgLWfNnUnbJ2/STp0K5vlFEEdPeQLSJ37pCnQo8TeONO0jLIn78S3AD95eLFi+AUyhhkR3IQbd9+WOHWuXLV/M+2a7QGtICxZhF87kbhnCxZLnFxTyuLT6+XLijTaKogi3G8QEMSmRo9lAGO54jV9phag8QVAvc3+NU/Yg4bIG7AFT7PxxU8E9Eo8C9d2orYTidkBJPa4wbyEqoraCuhnrt2jYLlkES5mSpVGqLcSC9e3EUNi9aKFZZKgUKeq/3SpX9QUFK6mR4+PK8QRIsXtwekNKuqJqchyBJJhw5roOjnyrp1fXDspKpORO7cjRHTaK3uSYwYccBwux0cRp0VzPTFiwdgy20OqOoAKYTXo1AEs06uRpCcSXjmKgIb3GUoz9SuSf1dkN/z2uctXdmR0agI6B6iP5Vuc/5YvjOcmAvgjpAvCtCCbU7hpQL+3of3dG/T5CZUn8qBC1YyNWzC93fx/WS8X473RHJyXyqPVuhjQruoCFcENEswGJowtFNn4T0doaXQ6TLiQLki74PODGKEIKW7QdPRROLP2RudcFL66YfjOwpvJly0w3sGXHjhDLDQjGIGMpMwzJIw2I43g11vZu0XbEIXH79/oezBmyccCqcvAvYx0/5NBgZJRP3JzcBKr0DaAlI+dX5ZunKE1Kj2LVZcblFCGVDIk3uI1BZUCEQPmbIKSEXBxkS4QoVqyty5/ZGAtFR++om3NbDlz88kxwnKTUD3ha0VAS2YqAIh5VVzRc1s3JzZqst+cPdchnsofXD3ELZTYQ2DhggMHpsKvEIZYNXtiAsdUrW3OGOV3R8QU18Iskb1JwUog9ixEyhM/5kzK8Dr9B0UwhY138lR3vPu3ROyA26YJk3mANVUBkphNmgkBqsEMrqKqEwopBuBIpsV4cgJVK3aULViP3duPV5Z6vSGUjiMSXz77QZZtaoPYgS3YRU+ltWrewFM8B1iGL1VNbnNm39FbKkiFglMmnwl60GyV7Tod6iV0Q1xsaPy7781cO4ysDwKi2eKgjLn+ArpU7K9xMRYzK1rHC46at4ouK48QRCYLG5iMpHqiaif/FRt+YHBhUPLgwtkpG/KHXxGIAob5RnzARijpAVA2acLFspErjbpUqewpyIoi97fsC8Viiv2ZRyC2/HXyf1DbRGuCAxnn4vX1RgcB5UFncJch48yWFIWk3AM3zMMycnIi05FwF8DJ4DCviM6V+3l0MlFtAHbn8D7n/Ge2XUUsrQkOLE0jSKr0Zz7fc6p9fELZywRui/OlFVAbwAsiV/KoszitLayas146dg+algFOhKHdQkYMCZklC4iUlW/Bs/SokVL8aMurCqNEWbK9IEMGbLBPZRfJk4cL99/3wsCgFas1ooUKapWj5cv71SZpbZuxoHiaNGihlVAZZeN7iEogtUXdkoPE+4hzgNDG6Sg0OIFgZnHpuaI7h9HuHL6VeguTnh2+mwZg9WMgzSsPxnCPKYS5tmBxuHqnoywly5tV8KYcZp7986oHIEjR2Zh9T5d+fEZzH3+/K6CgNJ/nzVrDRXHIfW5RivxTvn3KZj5nveQlgVX83HjuhsSy2Iqa4HXmydPExU0JtNohw4bVUU5tufP7yjL5Nq1PVAwRwKqnD1+fAnPVSkpCJfWyhVdZc+1o1LWC3iNyAoas85CbFfUJkhKRRBZFgGnhMK8KfpTdOUWMjS+f4BONzUnjwmwgT8kzYuxER1i75fOeGXcgMqDjSbxWvSlhveZ8HrD1HNk/FlkKQImaRAbSyFOOOZBCG8dMEwzpysuiH55wgkYSNZgBVojTGEB+q/Yxg2vtQ0Xye9SoLfE57Q2KIRpTxpnLId1/eH+HtdB0rw1S89tazHk6S1xB3dJSGyKKipoKhqIH3XR9EWkEorWLF72l1St3AF+24RRwirgjz4ucAp8ffr0AwjxlkBQZIR1EB8VxtrJmDFDUXPYKwA5xCQz1kX+8896cBHNlZYtWwXMcXpEm/PmzYFg8kqsCHuHyl1v6Y3RYwRv35LLxgHCzRIPoaVnM3973T0UL0FGWXRqrfQo1io0iKRyeDNewB6Yefzp+SiUqQx6Y2XNLftsHSNOCNDWrztOBWiJWKIg37NnDObiHrKCq2IVrxXKiRYtBtx2ZdXDyJYmTbGAWILGNUQeJEJEmejKpvnhtQpvXG/xvaOBkyhwbISlUrFwP+YaEGlEVxCpqQP3c1Cr/3jxUJQG50iePB96biwsXkrGDGVgcsYEJctmKZsVdY3Vmcxp4fQD8lGBYssEmO7GK/tTUs7obmtzzh6ObbhgZSIsPSGUf3rj3zfR6QaiXw2AbbmFcRExBJyeqrH8Dn8fwPux3NcoIMxFN13plLlcWP+KzlhEqC1SFAF97gZThdqLgn0ER2WwEHbgLTORf8N2T/EZKSqM7z8ROyweTT9ZL3RqbCoFjp1mE91EPAYbg9A2xdeGNYGG76c/ePWkxdL/bXFsV7w1qBpD8DCpLKBP8wq0GKGj/Fa+q+Sd1FQWLhkq33f7+7MpAo6SAWBCR0lAd+AAFxu+cCUUk3HjWsL9U1/69ZuLgjjH4FtOiypXWnxAq6QGcHQJuoeyS//+fYF7rxeEhK5x4xbSs2cvcBkdggAqbjOGTSKFfHz8ZObMpxBE4PpD+clQykWYeVvDv5mOHsqdo5bs2v6XnH+A1S+KoYCM8JODm3YRfepN1HfUlMEr6Y3n5h2euUGgs6aQr1NrtKKA8PKqpqijM2Qoq4Kyb5GsRQVBq4H1BPLkaSz79k2GlXAK75vheyJ/tJW/osPAg6DnCGicRA9UNTUtJ4HbadXf+Mr4AQPP8eIlg/unP+IOg0BbsUzFI5o1m6/oqt0ApSV8lIHoXLkaKCVx7NgcNT4G1mmRpMIzser8Nhn+6onEQi6EvxGnUfjvRkhH4Mw7Sbr4ybkBEoEU66d3xJ1POzLkGmlwZuBtArzXzCatUZD/jk45Sc8JXeMt0RnI3oT+3LAdhX4udOPkWAp+3kBaE7yGXjj2caNjm3wbKYrAcGZCQQegM9uIZg0bBT6XHQzW5sGklMIrTRlybyzBK5WGwQOtGEl5wfNxYcrUwTaMKzDWwF8LfWPUfPSXRXbbjRMemXJsRb62oJJAtjpuRYgrUi2aGaz5Y3WHimfSBElm81aNkupVvoVpHXl5BRT+FOasi8x6B+fPn1TU2MWKVQe/fne1ypwy5bSMGHEQq8dEajWZLVtu+IaBUXumxQ50V1KcONFgJYyCsigjffv2Rk1lLlq01qhRYyiIPhAQ0xCIhPlvo6ZbBE+fahQHVAxRQRFwLEzwypqlsuyEIlh5brtkRl6AKUXAbfWsY3UNRjUMQpom3TIYWKmnvAU89K9908UZdRFqgb2ULp6DCMBmgWuKLh8fn2cKqVMbdQ8YFzh0CPWVEQ+oWHGQsgJ4T93cUqhYg5YxHE39zRU+lfaxY/Nhzc1XdQj07ZhYxlwCwkCJDGrYcKrKK5g+vY4KWDN3gNsymMys8tq1RysCu0mTKqjgcbFiXZQ1wpgD6x7kzFpVVl3eIsfvnZfCIGiU9+ZRVoT7McL1poyXhL9NrsKToV8O9zHNOABkGUy6oA2fgdhFFaQxbhT6bEQ2qobtiGgsYryRAehCJJKORjJjFGZSTJh1pDA2wgAvQXAzOes63tOnxQuheVMPbxn0YMScgp6aryY6fWKEl+pQLmrCVejTjE5Fc4r7EvdPDqIGdNXYYryWHMMQEJ906M7ZfNsv73Mo41XOXyMZ+7Qp7xASzJQREKThGcTqZwhWd4vPbpap03+U339dHCF4e/20/OHrqB8Geu/evYkA3jGs6GvhxzocCJ85SELylj59Fqog7MePjkr4s/FvCl8mlPE4eqCWn9OKKFKkNFaF38J1NA6Bw3IoqlNL7ZcUEefmzVuAe38aVqI/YYWYUa0WbdUYG4hqjfQMnp7Zxd0jmyyAe+jHku1CzaDFEkItJegeYrwgpPwC/TqVMoAgHVqtjzxDzsGUXf8oAV8WSWfduh1UFgBX8lx/+PjABYMay2nSFFWfubgkVG4bPfGsdesVyndPyKirawpp126N+psw0G+/3a5cSx/AldWq1TL1+YsXj1RRGj7QL0G37uHhBZfhClgPj+EScoVycFHH1o9D+CjPQeQYifT4N8fEsdHKSAXmVr7ffeOYFM5Aj0gkNfz2Url5MJ8DE+6XGmfdGUlnjhKniUyLgIKfAjtIw2d0+RD+ZNy4+mdTyCI2Q0yBCiKg4TNaEzSF2D93I/rol9GHFiYvk6UMxST+NO3hZCldU7QTJKRLg2Bi7xJt5Ndd02T//h0QqKUURt+WcEgei64funKePn2GleF+rPJK43wrsOrvhh/9efzQB0nVqt+qVV3WrF5KYVDAP3/+QSWFvXz5DILkpcpkjYXiPC4u8eAWSITVn6uyKuhW6tp1JCwLJiE1xrEPIYBJuDNs1V4/AS0yDfWYh+O7GTZVBJ/7ITB1fgpPrn7zoVD95o2/yLHbpyVvauAh3oekAIEOUnlxGkupll8Q+hOg0ETw20+o86s8hoBfDvdMXNQVLliwrSKEC6QmojJ4rdw7XMlrPn26MjUFSsFMa0A7paP6W9+Gfn+tDjSvR99Oqy+gFQbyDSCi47G5HZFCev7Ap9/ThUcsiHZujoMlTGMhT2Hn1YPyI67JFNzW5ByHh3hOnfyjJI/r4R8PVov3u5cpo+JzFJFjilRFEJEX8rmPTUVFi2fNxd2DTlw/JrlS5wkR9RCyVYCrwI/0B1Bbz0TBjnGTv5McOY4r5A0zd8PbKPwpEF69ei+nTx8EuicjLIDzULJV4a5ZCTx3cyiBzEgoSoEeG0iTNHAP+QtLTB49uglugR3ILj0DZXDb5FCiRYuHFX86QAxLwwdcFkKonPz11zbp1CkHIIhVZOfO3QgUpoZPOAPQJB1l/PhJQJB0UPz9EUGxHN75suX+tAqYXLZ502CZd2q95KXbI7TGnBOzIKX6QZhngIxg+NXnNPhbKk5vC6x/R4kHPH+G9GWV/9/YI6kJ+08HELQmgFZoR2+m3/NppnIIPJauLIyPbryvqe+5Ld2PXHikRPD4zLVd8hb0Gs5wF/n72+DhD+tm4hrcsKBJEichFUGqsDb/r31vVwS2vaOTff38uo04MDf+rDT5Q4eSklkrKNOYGgkZKumDH1nlR6mzsJcsWjJC2rf9SVFCW9OY+UtfOdE0Z84cx4qdQILocPeUhL9+gLRo0Q9KYAX8yEXUdxUqVFAr/3PnLkFwL4AveSaUwRV16nTpUkrZsnkRIG4LpEcKWADxlJJ6jQjxY2BMz5//HxTGEdRcHoki9SNgKSSAj7grzvEbLI2ecBVVRLLReiigtPLzzwMRUJ4Lf3I/KIoNaipMVb6y5pqj4j5EDyVOnElSgLuf7qFfy30nsSHkWLAmpBY0XkAXEQucmcovMFIGpIRAstmixiOl6KQmMmtuc/num81Q7Jm+AGXrr9xNyT2zyQ7kQNxDXkLaxGmUyzSspqGswtFYIyGWiyRHgaBzj6/ZFUE4pvKr39UAJf0XPv5efW4elywp4AoxlG80OTkm8grUqg11jWvnqiY1j6+S2XN/lmJFaiHpJpMS0OY0umXYGfS9efOKgvElT54RgdvS8PGXkt9+W4X3S7E6zwklgbKBZWsalAUgCZs2QoiPg0BfrU5VsmQxBPg6Q0FUAtY7c1geCrXPXRAT7dmzG4J+NiCkv+ATB5j8yZFgdFEpg6VLlyk30eDBQ+DD7g5LY7HCpGtVrqKej9+cOQ9rG71gTcE8jWTJ4m2y7eohqQbacvGlfzzkpmcday4iRWaLt6HNkUZHkQS1kpc3GSPFpzTFM9RCOnXcoNxTtEyi8hzTcvBEERxCLSCQJa0nMSAau2mENkU+5yysX4yWDNa9xcVdInR8EXxwu0Vg+wkeBShf2z/3znSf2XhkqFZBSNnGql4B+ujqfWXryBoyclwnGfn3NuWnD5o5Gzh4rvq5+mdS15MnD+H7vwfBnVOGD2+O93eRwHNZfvhhDlbxiZWbqVy5OkHKYx48uBNIj59hCexGwC++9O79I7JPm0JgM+3DssaAcIMGDVUn1cT06f+iT1cHuXTpMhRPWSiIeYghdEMFrMmydu0vcENVUKgSYwI0y84a9bembz4DCrc7xnSVWcdXQhFUCpNgTeGNA1hKTVFWm7puKAPQVOeEe3Iu3EQ1QGG9ZFkXaQ52UD8D1j+qzhbvf6KERIg7yOkHF6UqahREZvOEawjNFZ2mM1cmX0WzKwIb32ZYBbexmpi64MymH3pePyI5UgFlE0qGJGHY+LF/Yu/7A0mTErVUh1fpJR1X/y6Ll4yR5s26IFAbOGCGDyn8qRxeIqJ8Fem9FP4LFgyBywXZpoueIej7G1w3ryBgHaRUqRpqWxQLU3h/Jn89efJMpk3rA3fOJCiAhDJq1EigOtrAPcXclfA38g398cef0r17DyCIxsjYsWNVycqKFSvK7NmzETSeCS6a/EAoDUdFrL8wTvqy/5uNMExSPWTLWl3Wnlwg91CwJgmyWfWCNSFedTCWUngVASYKzUXEI2GZgYLw1VEz+w/kLvTZOlY2b/1dKlUcqBBB4fWkRNQdYjwgDoSxE+CmFx4BWs+AMa8lnJ4fs8YLkysJE0K1ErjUCHZFYNbE2TcKaQZG+Ph+aDVwx+REy1pOBLbPIO5NbU1iUsBDPoWT0kX0QjoUbiarzu2QqdO6S24EYLNk8VKcPrRk37/3AaHYNQRb08IVswR4/TYQtKelSpU2cCXlVf7W/Pk1rD7dShT+bLQeKOePHt0HId0cgvkq6CB6wF3UT7Gfhrd9wAB5QU4wYdjZPDw8ZMiQIbACusqAAQOAI58kTZs2heXRGxz59RDYHIcgc0OVlMSV83+1ETmTP3cDOYVEqiVnt0iX0mBOMSpYE8p1KxgaXUSaPzwsFxE3gicJbsbeZb/D6vqSzNv2pyLBy561JmisgwaPo8p8M2DMZDgqzKvI1CeaJ2zkkMnUHKsuKQk4h9DIThDfqgN8oTvZLYIIuHGGWMEo0FMP2Xl+h5TMAmEcWgm+kALHEBr89U+sNVDyjqsvI0a2klH/7IGr5zFcPHEU4qdnz4Igd1sEhE5lIHFGIeCbCJh1D1gGuZTwDx5X0Ckj1q9fCBqIxkAJJUFAeDNcRWT/sLydP38eSUsHAEE9gPGQXvi2KlXJH7Qz2Ojix08A4ZMCuPW0EPR5kMGaDxnJ/6BWbmNCgjGGP6HIUinI4vbtQxXffdg/fMvHGVX2oJIjO6hb4iwy7ehi6Vy4qYHSIXRKDLqI8H8oVc1MX6HiJYIwnQjG0uP3zgF80Ek8cG7SRhtDN6PK/GgUGHhu3JIjvrVPPiL4HQ0LmsgwCJDGLJ5xEijCCXSlEb6WZlcEEXenx2BF1qbP1nFp96Yv5OsQmoOfYzAROHYA/wlgJZI8UVr5o0I3abtysPw9rK0cP7YBwdsO4PH5Ga6foRCyOYAK8YRw7arcPhT+IaHOaQmsWDEbwrgFchQKwX20BIKaiZTmtytXriDgu1gWLpyLbNMzhh2jQzmlgSJKBgWQRWHQmS167doTbHMIQmdlwAkSJYoH5FEuWC3poTwu4wd/Q3139uwqxBQ2I+GpvCrF+F9sFHQxESMohOzcDev7yv4bRxXPlCCzPKxGZRDIUsqqZua5iEhfHRc1A+Y1GCYFJzYEn1Vnad9mpaEwTdiInLDGFRHfJ0yQRs5cWC8PXz+TpG5gOTQquxkR51PHxOIlvrOrfwwoHlj0LO7y1TS7IoigW23IKxi4//apWbOPrnBoUaSZv+ChDqkxcKykJ/1ISO1nKctX4JF5jSzOBC7uMh0IIradO+Ygt6AM/P0NEB+IBUXwo6pqxk6UEFtISoB1hrduXa2UQJkypYEOWhWEByisqTh8+DBcT6Nk/vy5yj0VP342HKcfFFERVcyE5GKsTEVmSjYKPSYJMWOUfumnT6+BofIieIZOACl0EmNZgm2CCvz16weovAIHh+gW4McdAgqf6NfAczPwqEFS6aYi4S3jKVo1r08bM7iiqeQoKrCIbMykzg5q6g2geZhyZIkURXnGkNMPg47EmKXUXBcRr9cPLqJcqfPJuGr9pP3qIbIVdYIrgw+IlcWiWuPzmwC8RK9Y2YyKQOMACuW3A/4uWzTEJxIgG5r5BFBAdkVgizm1H0PNwDz0Dv23jS9WI3MpX7c4cDtCsH/SGEPQVv9+Pr4+Tt4o9pEYQcQW83vKCSAnznVfK81zVZe2+evJpP3z5MK9S/ChJlIQUQaP+cMJLe+UyT4MDBPB8/vvjbAazw4KiRVmK4EzZ84gljAESB9SOznAvdMKAd5msCRyK34YBkF1sjJCVbXkIj0Zlpw/TopPhhWrMpBhEo24elISkMf+8eOLSkncunVUEZuRwlgrXBP2U0Q3Eksh3r9/RmUo67kI9DMnSkTooZNyU3l7k8wRNI8gRaMbKnhjHgOtkNevH6vCK0Gbv2LTpJuFyiWMJN8wB825SpAgHaC8tWXR6cXyx6Nr5gWNA4+s9IZGVx1SIZtPh+EP+ol2hZvLlisHZCHccOnTlVCFZ96981b3NSq1uHESqeE8hwKDRyxyhobnhAV/XJCUBwat8AfLImfUNjmL3SKwyTSaPoiBg+iHWy8e7Pl1xyTH4XV+BVGLkSKgJMfDR0H1DAIogXtSGbpxkj+gpw63e22UhjkqS8GnyEXAqppBY5CmSzEQluUeU0/6/1JVRv+zD4E15zBZSumV8vHxBYV0CwhuX1SIWqGSwcJqH4EzHTbsbwR3+yoLoHDhzqg/0NFQ/PyDyk/QECimmyJbpc9LKQbSGgeystL4Ic8NqZLTpCkM4RpNcdLQb03Ss0AK5NBHyRU8KRSmTKkCxZYYAps/Yn+10k2aNKfUqzdJBR6XLftWKYmmTeepEo/BG0sssq7vxo2DENDeZ0hw0xQGlcTduycVJQMVmrkFU0IbOZVKYeROnAGJ29xT66RXuS7mBo1VIZtPIaVhC0sFS8Z5x9YYIPtglS0GpLRr5x1Kydm6SFBYz1boc4P4EniI2B7RYglVEdjGGNDGg/PGjIVEP/LOKfjoV9PsiiCCbzWUwQFST4w9vOibJjmqaNQCyv8Nkq43LyC83GXl6Y0OTZb0dTzQfpZviXSF/F74vHHyhfRsmIfUSlipwUXkj87X9OAimttgqNSc30P+Ht5OBg6YG2p+AS8vDjAQCxZMAe3vQeQTTFeZvWG169evA0baEtWsdsFnXwVIpEEK0UO3SWjCP6zj6t/rbqPgykFfeZt7HPXzJeka8PH1UZjF0zOrWrmzAMrUqZVBhQzXCypilS79o5pzrvp17hu6i6jM6BKiZcMx8Vhk0YwRg7V936siLs7O8VGFqyeS3lqq0o+0ZMJrFdB6SYnCLYmS5ZFJhxZK1yLNJQYsJ7OVTDAKirCI6fT59MP9Swhrc0rNgVJpzneycfMQqYu6x2/ekrbLlkLVkjsYdFutspumCEDvbv2BLN2Tl4974AqaCzRtAF9JsyuCyLnR/Xx8P1bqvmFY6pXNxvq6xnZ1OHf3nBT/t63j+Kq9/YqkzOXfPGdV/9jwr+dMmUtKZizmi+Chk7+p/AMojxq5a8gfKHtIbPi/07NIxw79FTGdKe4YGh2PHr0EZv9nrOgLBikUE9KlHzx4ENQQNbEKfgjW0DGq5izdKbZQAKFNd0gcNObcIrqfyFNDl9AH0DGnS1dEMWay+hUZSVmbl4JOcxc5IDC9GtDbI6pMIpE8tE5oTcRA3VrW+GWZxYQJ04MzqaGyFFiekaUfM2euAMsggdkWS0hj57XyfMUKtZPlS7+VNaCnrkPFHxq6LNjBdAoKLes4bGI6bXdEo6AMK2arJB3y1JbJByZLNtQtYE2AqOIi4rNGZlJB1vuj17QIQndbQSnbToPB+nOPpRSBbRJpzHl4o8A2dkUQCTfBUHBn8J6bJ/7NNbauU+eCDaVzgYZSI1MJ/6TALacCKmhy/aFwGyFISZ+oQgo66DC2ICMMwIaDq+bC4+syAxQUnh6pwT/fTJ6bANqwnvC6dYsVLfDgwayMF3rbs2ePVK5cHoLOFRxAW1T1KiqAL4EHiLEFuoToVmKxFRZfKVKkk0LHHDw4ReU25MxJiu3vkUMxG9nMlVGYZYJCKhUv3g2WTwVVsnEXaJwZJ2D93WfPbioUE60GFn0JO5ErrBkO/J6usGxe1dWqfNief6UOMo3JIEo0sbktgIKC1OZCslJzXETYCzGaPyr2lHUXd8uKNT9I1293KLoRPz+9Kpm5I7D9drxPtMoEVt4LM9BUthsBUztRg8GgCFj+1qjyl+1OEwWPZFcEEXhT8CCxpgIdzaw5isq/MhvxguYfEdyME89DZjYazkinP10+gcE6w+qHiWaKi95E1jErQ0HYTQLl8K3n91AspjmCj0lQ5KPsJ5nHRBKtXz8V7qCUcI9ogdqQ2rlz56RmTZZ8TojCMiuRBJYFwdNINM2tvBd6xay1a/vAKoijFpD375+FKyuH4t738fmoeHYYT7h37wIqrk1RVbOyZ68Ga+majBxZQKGd6FKiICxbti8S9wqrWAUhrdWr/6pKK2bKVEkVdnn9GgWcbRBc5fmYRVsCxd43rOsr685tkyrkH4JCM/f4OqSUKYnmcRFpk+wHqym+q6eMqvKT1F30g+zeM14qlO8XJVBEWi4BFYGTvFGV3CIpkK2WXo7i5hxgETDgxB/nf77ZFYGNb7FOVoXXf3DoEuisIHQcnb/uGehld14/mvRHIDiiQzD5+/pgEeiIxZyJZWAoWcekJSAn/ILG/0iJSc3k519rgo9ol+TInicASUS30L17dxEb2K+4g5xY7iSE9urVKwRW6wBd80E6d16slIAWVI2kH2E47gNdCVytVwR9Aksh6gXZ581roapqlSjxjTo6FQFdRYrqOGVBXOtDFUhOnjyvin1QCcSN6wmlmhYW1AcVN+DK9MMHLXagbUPcve3mhDGI/Hmays7dY+WXbeOkEoq4M3/E3wLcvA4pBfjMz9ffz8kEqa2J2aWL6KXUyVldqhxdJut2DJOcKKcZP37aCIfPhn2rAffFHDhAOb+yYdEic87LkpXx8LtCY3Yx66d/Fc2uCGx4myH82+BwffGaH68sdUcIWjSYl3300+C77zdfPTi3/+bRTkNrDhCHN4qOgdzz4GEmb0AwhQAFgXxSR1MUFCxvmdDVQ1a3nCAlJjeXPv0ry6jhe+Afz6BiBuQhunz5qDp1yZKlQr3SXr2+l//97zxQNXMhGPNgZUgDxnYCz4bTHMKhHAJQSD5YRTIWwOpnd++eCChZSYVB5A9dMlzVs5oW4wOEliZNmstwXJZs1FzOmjtMmwN+puVIkDLDdpQGdGPFiZtYypf+AQHpHjL72HJpCYSYP7j4LWm0HDFSX3PKW+rHVSgi/DGs8g+yeWwd5DX8Li2azlIxls8dOHbAPEeHIlYWAe5byHxDtrsXal7gmnOOrnJO+M9XIx+/mgu15EdlybYQ7Fz1T0JvgM5ymaw3GhfCfxxe2YO3Lfjg+V97Z8YvAXbIqiAFEwXBZFxAgwXyV6iK1xhaSBXN6APhqi4dqHrXtZwoJae0kN79K8mwP7cp2gZyCt27p9USyJCBQVLTbffu3eD+mQJeonZIVqtrcA98OUqAAo1oICKQmFPAlb2W2+CjSiJyHriaZ0+ZMp/Kf6C1UKJEN2Q1H4aVcCUgH0IrkKPlQBDvr1XYgt8ex7x+fQ9oMhqreIHZ6B4zHqZ3uIf58jaT/Yf+lX6bR0ktr3Li6hwPNPyBcFszDgOjErYlaGtVfgHTDMxQ5P5QhFlS5JQuBZvIiIPzkAneUVFgUFl+3oa8SszzR+Z88KcQQsYdvyLvhu3G6i+xoPDRaA18NfLRZhdq8IdTiPGWMeLEpZMSaug+hqLK6n5hW27jgM/Mj4qF407TXcPdTZ3PGt5x7JMah2N95T/RT6Fz+eyC42/AK3tozQ1f0vcorZb2lwOJ00m6xOk1eKhBGfANFEKAdaApBdPxAoUCgZspZ6o8sq7VZCk/tbX81K8ClMFWIFySw030RCWexWZxYRONK92ePbvBXZIAtBV9DWUjbfi7Csd9M2dXHX2TBcXhGQfQq1lRiDPIS7TQ69fvlJWjw0ObNJkjW7b8Jnv3jkecoA4sqBIqwY1uIe7Dxv2ZLU1FwPclSrBuwkJYDzeAJspgU0VAJRMLBeerItN3xow6MmjrOBmB+I9YqAjUQsLA1KQMSxiZYTW1nsaq+8cSbZG9vlw2bPlDOqLm8Ofne8LIlBmsx8zCuhJbfU9FoDxClI0qoeBraDZTBJisX9BroTM4SkFHZUCHKnsddI1QRmvN0Vujl46kSZ6K8zDC95Px+SDQSbKzBK/1SR8d2liwDX2GFP570UcZrisG9ruE98UtuA46IJ0rV+4j2/ZMk8YLesnOjnPFGasQf+MfvvajdsLPgHUAmZUVYvBYVwZFMhSVda0nS6Xp7aXXT2Vk0vj9CG56qgxdJq2ZaqtWrZTDh4+jPvHfKutWKw7z5TSu/OnuadyYLo03SmhzPriiLYYgLKfuFbDoxYp1VW4db++7QFH1BcleXwTQc0JRvAZz61hYQvUAN82LXIRJyl30Fso1e/a6QBk1VAHz3LkboTcxnIOuE1taTA7KosmcuZLkyNVI/sHKvDGSCfOnLajqClhyLuYTWOwiwpx5JEwtvYq2ln7bx8vlKzsMcNL/Jt9TqE83npdY0ZUi4OLRrgisEAVTsM8KdCqCtegT0LUyVwBxBDseHddE1ERW4zhMsXpxyZQV3WRQyGC5jMH3tBW/Ref2FP60mwtbOXg37pcjRw3J4lVeRgwvI98u/0WmNxqGNT/qyAYLEmqoIYN1EKoywAIKfuWSCDauazVJqs7oKN2+ryBFC9VS9gSDxsHJ5Sgkf/ttEARpEhSvbxyFid40igeu6Om/Nk7m0hPQNCZNNk1AcxuNM4jhF0e14udnLi4JlK9/5sz6uAd15MaNg4qJ0wtYegpjTWGSm4i8QyAfQ7CS+/E10D+h+SmiR2dhd80FFd4EMx6PY6xc8Rc5Dzhrx1WD5WCnRRLd4kIyyk+iWEqZX2AeXTWtgjfyDSDNw/dOl+27x6j8is9vFYStArVrtGHD0Zw1Xir+1jWCqq+g2cwigHDkil+t+iFAuaw8i89O6HOIz7IZvieJCH9t642+4yq5IPoT7HPScIxc3B5/PyOeF+9ZKusS/n6Fv93wPk+w7en7SIfOIC2DtbexLSpbqHbAcE71B/YvgBce8w665hQ20ejOwrYcG/kYPuLvCqa2s/Azd25P9EnRIqWBYR8sM1YPkAwJU0pf4LoFK9FPMsOCWQchwUp5XCqD0lnKyMY206TK9I4y/9ZZNby1a9chM5bTEtg2btwIa+AEsob/VIHWqFoqknH027ePqpW/q2uKAKw7V/ikfmASGGGdQQuv69cZeGup+Ggx1Ko1EkliG1SuQf78LRXEVKO10KwJxgCYj8AksiRJQPER4OEMPBbHdOfOcTUmQktNn9uyJ4OKi0qpRtU/UM6yg/y+faL8UvUncQDxmiXSToeUYgVh4CLSfI6hNcYjWE7024KNZcjufxE7OaCQVUQ1fY6m7hWUbDQoZI1iwpIZCM+IA2IElA92iyA8U2n45QTXppPxOSGUBOlS+FIgFoagzYnXOehccsXD37vw+h36SvSuhlfusxm9JL7nzZmG7o2eFH/vg4Buhfcp0bnvTnQyB6bDd/3wHQO5tE5YOawbXpejUykx1ZTRON7wEGMV2J8uLFs2dwqaWEhaIV10/Xo/y4OHl6Tf1vGSBnVmGxdopILHph77AOsAS+OwlEHxTMVlW/sZUhM0AvfAbzR+wgRp3rx5EHqJ/v17YxyJlDWgBQdt6e6w3ZRxrg4enAo3zn1p124NVu7g2IcSoAtn1qz6qIM8SCGAzKGu1qktsmWrpcpj3rt3WgG2NG4j7fppZdy+vRnsrD2lR4/DUBLRgwh6rpQJKyV/Ua5cjZGf8YNJ/iLLZ8BBuaTy5mksZ8+tl4E7J0kFUFQXRmccKKwMW+PzBWQdI9EMxHSKvTrMhlhBJzx/I/bNkh17JkjLpkQ+hxClDfNg4dmAUTFYf7BSFAEcFIFpNRAxyoFJfYYLDzs7LzyXGYX2tZlFYMY18YliZWhkzEgN9E6GfSiod0HgdoagpjBfhJ4ZnUsR4ztNoU1bvz/6A2xfEdvzeD8aAtV0SbmhE5UzHh0sbTIG3801HMsbr4R35kOnNcGYwTB0on4iJWhtuF53Yt7JpUIiN7Z2baYAuXJNmi3pKx4olVcGqBEJCT6oOGaAg9HSh4yiaYajG15YpjB/2gKype10qYuatecfXFflIYcOHQr/b3oZP54F6k+iMP1YWAOJIYCiZsUqXo4vghxE68yf3xKlNa8q7D9zAi5e3KLcFxkylFNuIAaL6fYhTJQrWQp3KgzSFfB7jZCOBHyvVLCXSWezZzdCsPykKg6ju5+4D10jbduuVPtztc/vKPw1q4KPIWmro6v92Hhsdn7/4cPrgFhF0LsS9l+aovootaoPles39kub5T/LwW8XSTxQIzMJzBJlbVz43iwXEaylpMhyb5+3nowC/xEtHlpEkV0xTmOUxc8d988FEFJ7i/gZiExFQD/8dAjwhwbf+we8cqXPStUteKn47iZeChlcQVz564qAgpqdVgYVxzBsQ78/XT7/YD8ei08MYxEzDeigWfjsD/xNpaL9ckUqGr5XMQt8T/8/zx2Z8+BOgeIMeCB991QGsWLFlG5dlsuvfxST2nO7ys72syUXUED+b71N/vBV3oEZSzXu75Usi2xqPUUaISi97/JJqVu3LgRmDPy4fVDToCvcRc0V7bMlAibiH8ugZ9BgnwWVG+bChU0gfmO4xgF5D6slderCUAzJleAgJ9DFi5uUeyUvCr+wPgKtCGYSp0lTFNuvUcI6X74WyhV2CHBNwkX375+oSOkOH56h2FCJNKIiYZYyj03+ouvX94FraLmKC+TN2wQWSLaABTrrQtyA0D55conaJ0+eJspVRQFq1ko82IQy6M3z1oMLi4qq66pfZUbjEaCFYM6J+WsWDXSJCAkSzcyhq1YIIriIuiGPYcLhBbJ730Rp0nBymOy2tn8eNOgu8LNgAtXYZENqNuUZUifRZu1ra5EpAHk3dWC0PtXq2UMP8MVBOIOeU+Hx+Z1eIYTuGyoNbncInVZFbnQsneUQ9qHvnhYElY0K/BqUCd/znPr5lPvJ6CbT/885iBgb0/TT5EbBQp+0AoViZCwqEz9+QumFugOD/ygqVWd2lO3tZ0lGz8zIEwhFSIcJFCe09IWkiJ9CNgJa2npZP1Un1w1/9/5xPgRlfrhG7htojaLu088VPhlAM2WqCMqHlVAEnVU8g8K3QoVfVIGenTsnoI9UeRBUFhcvbkXRnmUK5bNhw88KBZMqVUE5fXq5XL26G6v9VUrYkl8nXryk6n6cOrVU1TVgYRwSyzGOQKF+Dm6apUu/Qf2AWop5dMqUqqDg2Kr2oRVy7do+5CU0By1FVWWxzJrVAG64hVAGKQ2WgaVihS4ib3W+4iV6yExwHxVNlVvaF2uDGNAziw6mBY4dkGimZx2H7u0gO2maJJmkaY5qgJMukDIlu6vaCRFdrMf4ohjcV1YIYjYGAjiLrjm8Gxv9EqLujyK8Fxls/4hSBFy5BwcxUyjrSCF+F8cQ+N2D9/9AcNNVxKwnxgsIx2Tkrho+Z4JWB4MAp/+iL3oadPr7Geztjs4MXmZOxUcfgn1G4ZXLRtrS59Fd0bnvbPTV+H4NXml9/GY4rvnLrGATaMWf7nQLaS4MbW8qA5aYTJEinfzQfb38/ndpBHrbwcc/W1IC1ke2SOuXKVAGWN3GgWthUaMR8uOG4TJs70zUrv1bypX5HSvjpAaLwIoricRdfH3fAc5ZG6vuxSCGuw2OoItqdUwXzvPn92U3kC6EhBYs2A4r+rsyZkxRCPJ1ypIg3XSePM2QXd0K+QT5UGKzjXIbMfeAVoCXV1XlTqLLjiv5du1WY/W/ClnZ2yHIP8i2bb8jqNwKbrThuE9ULP3VOeg24op/B+gZvEAeV7v2aGWZTJ5cScU0qlcfZqUi0CaWcZsK5fvLjVtHpMua3yR/suywFHNbASnVah3jMcMTF3bRexaM71m0pcw4uUb2wpqqC8skMhUB5/UtF0C4J4nhKjVJq6tmSF9H2vpB/Grkf8DERZQioIAODjfgKl9PV+Qrg7Vs7dAZzF2KTsHdHQriNIQ1aRmGoOdF34F+EJ3KhIFiQlW3GrYfgNfd6IR33DJsswSv9MA3xLF8cCxvvGdS22a8H4z3I9H52TZ0D/RItQg0RfBpss9rLIIyZcotPbuulaHDy0pl5ANsafuvJAGaw/8tpsycgJ+a0uANYgArPQf41f+u0V8yJEil4Imnzx6QJg0mK2HKFaiWjBU1fwSEjTIpjIVhLl/eBkVwSQl1NxQ5v3fvjML6k1H02LG5yndPN5JGaw0UCILNnp5eij9IC/QSiuofUNFMg4YyicxHWQ1MwOOKlP5/CmO6itKmLQ4r5JWKL9SoMUIhjEhlQcgn3U+0BCZPrqiOS2WgxSPCt77gcWhxNKg7TkaNKyFNFv8ASOliiaviBeaTsSnmEoOLyBwuIn/MR1ZkG9cD+mzxkdlSEvkYzDHhtUZGo0WgB/6VIgih2T6rODKuLmqeI6IUQSWDIDa+6tpGny3Aewp+xgUe4qUuBLQbXl/T32/4fBU+I2snM3af4z2VAiGcDAqXw99EHb3F3+rpxN+0QijQaVk4cx+jkxOFpBo+/x3b/oO3jnj/Gu/5i6X1EVnNTVMEWnwgeAP3G9wbReV7KIMR/1SUirAMCAVNAkRRuC0DrIId3vlKh2ItJVOiNNJy0Y9wc1SWqtX+ApS1kwqK0pUSFZUBhTpJ9oj3P3RohhK2pI5mYJUxFyJ7ChfuhFV+FaXULl3ajLwJkslpQj4of5A26zqFPxWD3rTcvcDvKdBJUvfw4QVFYU1LbuPGX1StA5LSUekw3yBt2gqwSPqr2AItCSosKorwNeYvvFKZzA3rTZQ5iBe0g3tvYdMxFtNc6C4iJwdHX1DoYRUSsotIrbMx3z/AFbUYjKj7Dv6rIK2RpQiogHkP2RIgzhOcfitwTiPCIkCgWsvl4cHVm6+hRYgigID95Bdg/Bne6xnHAXOMz7Q7b9QM2ymBjvdBhDX+Du4s5RIbT80nSsDUvgHjMzXWiLrxUDr89QUoAsRrTTYqg7x5y8r3PdbLiJFVpQJoI9a1mSopsJIPnzKg8APRGBPPMhSTfZ0WSsflA2TNmh/lxs2DUq3KH2qFrf8II2oerD0urQK6h7ZtG6rKUqZPX0oFe4njZ2bwZhSDZ3EVEs1dvbpX0UbTUtCsHRCXwRqgstOC4ySRi6FW+xcubFDFd2gFUHHQ8KLriOyrFPasabB5869qXx7v0KFp0rHjZgX15HELFeqA2gU9lRVCF8qBA9OkUaPpSliHvwSkFi/IjnhBufI/yyKMI/uW0dK/Ui/cR5zfAmNWUwbMVCfaLHQXEa2C/GnySfX0xWQN3ENFC7VXyk3L3I7YRkX87Pkd5VuOHxshvRCYWFV6TQS09wpKrMw5y8ieImAskXXICFEEYQ0eApEB21cGdE/A5oZVPdk6TWUBq+0MK3hfunyCnYexhProIe4b1rgi4XtaLa6xY7uF6eXRlEF56dFtnfwzuopUmNZa1raaImk9wEtETHk4XDj89fAYSYGQWdViovyGxKWft42VqzcOSYM6oyVL5soG+KWWYBVVGlekDFxSMFP4ExZK4U3lVqnSYBSZmaiqiLm5pZQmTWYj/qExjeYBLp+reioS8gnlytVACXoylBKBxAAxBVymTOVV4Pj9+7cKopozZ311/EIQgnTR8Ng8Z4sWSwJqHTDBjRnKVCAMRPM8DeBuS5WqgCEb2RazxxKbz6UMkE13AXn9efsEye6RUWqiUp0lLKXGKKKwXES6tdS/FJTc1Bay7wBiHlV/jxRFwBl7/PSauMHS80QmeEiKwBYz+8kxmJEeqAg+f5WeCLnITw/6WRQBhvGXQcJ01IdkgJTSZ88cAGL/Q2rz8QW3G228gcFC2BRJ82btachX5EwBZU6jMsiXr5z80HOz/A3LoAyopmkZeCXPBgFg7Pky52jBt8HqWNXrjS79K/ZQqJSOy/vLjOm1pSh4ecqV/UkRoWmr56jRNP/7BwRh/1bCX0+C40rdwSEa4LA90XupwVJpvAViijDRunUnqm3pd06cOAuCumMMtYsdVUCXx2QmcalSP6jjvnz5VAn6VKgpzH3eg+6b6KG8YAhl07evXHmIihW8fv1Y5TnkQV0B/Xs97mCrmeM18rz1UF94wsOL0nxpb9mfMJVkTZbNouCxwSowi66aNOcFkItSHRxWa/dPkiKF2kKRJolgFxEXHv7yBJXhErm4w3wGzsOkRaDo9SLAIoAFxhwGzS0UOUERWz0k4TjO51IEzBKeAOHfk8ghw/gZFPZCZ3ZwaM0TXxpDQMNx+ZG+K8cdK3Zs95CBEMGGRGWQK2dJ6dNrqwwfWUXKTGkuK1pMkELpQHUEF0/4fgmaq4SuotKZSsgBBCJ7bxohU/aMlvMIyNauNlQFkjUyN8uSmSJyZgMziHVrhZmovp9kFmtcOaSo1pRZoGtII1Pjd7obLACyqLYj7TRdSDrpGorIBaNl5rGMP4t42mZi699KLPjMmzT6V8ZNKi9153aTvR3nSYK4CcQvgAsp7JnXE81IVx1a0XtlFeBwA0p3ktWTm8kusLXWrkEkVMTJR8494yzPvO9IFrdkKE4DfEgkuKMCZg339a2Puj4qAi3A9BW0z6UISEpHvwM5f5cb5rkeXg9DMRD5QxcQx1YG3Q39FD4nDJSNdykavi+K1xO6Gwl/EzXkgL9JC839y+KFeQJb8FlUuaFUBGZbBPrzR2WQ1aug9O+9M8AyWN58nFREjVsKcT0QasnzSiihnjqju4riw2U1uf6fUilDcemyapBMnVpVCsENU67MT8o/rPnEw4eEsWSM9m2DzwCVzwuV7dsUMYiZoKxutPB72dB6msq09lMr2bBdeSp9hU2Vt6S0DxmOxlhBvjT5pUGWsrJo/2QpUrAtcl7SRBiclNDR168fystn18UrbS380nFdKqM6aAtj2OF6dN5o56N8sscIwjWTYexMpA8ENa2Cxui6IiDSaKxBiHPVT1I63ggS2OUg7BP7ka+IkojB3j/RZ6FPMbiVSE3xB96fwSvfk66CCmAgPquHfa9G5DWZeWwqAicN2mjmHobNCC1Nkyab9P9ppwwfVV0qzfpWptceLK0KNwES6JVFpQ31MxsrAwoQP6y8HCFM6uSqJsWQ2TwAQclJKO5++n/rpDr4fOgL12CXUTkMY9m8fnlbM3j8TLyQvEYY66pV30NpD5bxdX8XRyhpcwvmBOUiInWVaRSRErhgZKVVsPjcVtm+a7Q0qj8hAhVBNJD93YYV8FayepB0IGTFpuVF2Ljhel9qcGL+Y1cENp5eU4dj4hhpILjyT41OwDBpI9jIIcSV/A/8A9uw0hd5gqgICCZgctg89LrozCkgJTSfZMYW2vJ42DefYV/mKBB62iQSrimsUzA7GugSt7C2M/k9lUGSJKmVZTB2QiNpDcTP3RcPpG+5rsgd9UE9AwuCu4asZHhZAywDnhRUBIoBlfjtifX+lFpZEaNY96csWNBKjp5YJJWQ4EQ8P5VBZCBIrJqor2AnKgMGzR8jf2HC3rGSPn5K+b5sZ3FQVpt58tFcLiK6nbKmzCltctWUaUdmSFFYBUmS5lTQVls3WjYPH19Uh/UC7xH5hky1CFECVDqIRzxHxTg0+gUjHiJl6wm08nifyzXE4TIJjFq3GDrZQE9DeD/gF3TvQPhvRGdAmEsCEsMxSU1vBH5T6JNwjrQTdCttZo4B/iZlogtep+OVSiM5uqKdiALNjVY4E5xCqBMT6hBpwJOxNF68+NKrxxr5d3oHsJaOkxvP7sq4WgNgRbsISw+a4x4IOBHp+vFHUNmhWQdULpVAgFcKroGR+2bLYJRRHINs3SLFukiJYp1VFi594xpzp71F5gzQRUdBXKXyr/Lk6XXpidhOCrckUj9fXfEHbbU5TXcRmUVXjWS7X8p0kgWn18qGrX9I25aLIqReAR/GO3dPiwtyM9KDCoVZzp828xSdOXMQZBvFdg1FoFFv8x+7IrB4Ei3cAUKbRHGMFZA+wg2d2cCqMYhs+JwWwUl0ksQxnsBGuRUL+z/GdqSVoAWQC/1Hw/cU/jfQWZWMt5Zxgqji2HYnLp3EZGYu2j6ZVZ2biMRx33ScAThlKpm8ZrBcenJd5jYajixk/HiAlrH0p8LjBh+TSq7CCjMWVmm9YXXUy1pBhgC6OHPPGDlwdI5UBP0ya+26uCRSCsEWnPwWPkZf9ebMUSCFdkO4aiZPuyvNF/0gSeMmlqIZioifmRBjc+mq/eE3TwFXTY8iLVGvYBpyLzYrGm9bosronmIexmUUC8qeOK0kipcIctmUIlBBDksfcTOeFVoEH+Upfj9oL4LD2804wBe7yee0CDhp9PEfQ6clwPKVekuDN9TIh9Hp62cswcGQQ8Ax67UO6B4iG+la3LQjhp2ZsczPyGtEBULa6hVR5A7FZ3ZszJhYuYfjMabQZlayE1Rek0bg4k+cQf79t7kUmwCq5ib/APJX0CIXgT43mjIInq1JtjKcDEHp9MhGngG+orb56qGu7hhZj5KPO/ZOkAqAbebK1RAuL3cIBrtCiLxnzYAkQm5D8yazZMLkyqAc7wIk0XxVB9uPLg4zaEmCooj8sHj6NF6gngq4iL4v1lqmH1shazf8gmzqYoYMZ9PC2tJ5YALey5f35dmj81IwT038gkEF8tEUfDkiMooNo4Vr6LFGAW+eWWXpRUbR7T+rIoDwPg7hvh1zcwXvjYvl0qc/0iDAiRb6G70zOsnoaCEoFxIaYwq0BBbq84vjrMQxk+Lv4eiEgPH45CeKCi3AIrDGNRT8AliL+DVcReXKNQM+Pq2MntBAik9sIlPqDpEWKDDCH66/mUgS/dgq85hpp1oxkCCROj9QJjC0UBzQ1S2p88mq/21FMtp4FHDpLtsALSxbvIvkQDF4loPU6gF8NbG2z/hssd7xS4XkUcoASK9aKEa0q+MccYdiNgdWqlxEuALDOiDErGO6C93hfvq9fFdpueIXOQjCvhJwE9qqsh3pOx48OIdA8TvktaBkSAirpQjjGFIlSd8hRqBcQ48/402N9FN/VkXAq4XgJkQ0SMNnXMk3ov+fCCPDlzPxN90+RBuphu9YXIb1BoLvzwAx8xSYpWyb5Yptbk18WgPhtQiMh8IfxUss/LJlKyKD+h+QSVNbSsul/eXM/Uvye8XvrYsbKKFAnKiDY3BloKrhQMizilONnFWkaqaSsuDMBhm+a4qsWN5FNu8YLqUQP8gJKghm5+rEbLaZPvtRTM0A40500bA2QzPkGJCTqPH8nrIataujg3nVz1CCM7TZM7YKfP39nUwjSvFUILeied46MunwEtm45XfJBu4nZmvbgp2UFsEF8DQxoFcoeY4Q8wciJlCMkwK6+hQutRcaKk7VLPla2mdXBKFNtJES0AW/RSRQUUwJ8BpAQc1aBKzAZNtHjIiixImTy0+9NshcCIG/t42RY3fOyLR6f0gqWAuieGnCatoWuv/VoAwILIKvICiMz496Ar5UJ/x4msJV1CR7ZdQ62CTD4T9eu/oHBBSHSonC7SUPMm4TJUyvyOFYuctcREtYI7V//+kMvEGtghxQwNVrDJfVq3rKt0CVTan/F2ClvmHCSvXAMW8QE81YyMaUMvCH68QRLpuRVX6SAlOayYZNv0rjhlMVfUd40Jx6Itn/UEcif1IvVUPDNGIo7KfY6mcDiujxmxfiraGGyJb81bQorQj+g3chnrOzO/yqpCmw/dWxpkH06NGlbevRkgam9fRZHaXQuHryL5RBZSafYSXvb1SbN/gITFnizM2FCvDFz+8T64D7K9w6VlFMBKqfp5bURUB53aU9MmbfTNkEdMn27cMkJ+IHhQq0kpRg7OSqj9BTe2DZ9vefgpjKoFiRb8Xb+7ZMRUGblG5J5WcS1JkBKw0IHKuiBXqwKDiOX6tvkT99IelRsKn8c3Cu5EJ+icb6Srd62Altpq6cDLKkE3+B+EDl0iglgspkfm8+Be1wIQENFTHaAIH3J2+fOXzQAtQ6TX5E3Kgod0y7IoikW2Jwa8V1AX+KGfE7q0bF437EM0wlU64cBG/KXDIRrqIqsztLv5LtZFC5LuIE8jQNYmpZC7QOTPMXawrhheLwr5a1vFTLUloO3TgmUw4vlrnH5shJ9JTpSkkxYNAzZCijmDrtbiPL7oE5WytKDQjqykgA9EYBnwFAeaV0TSItC4MHyQxKkqAuIj+4iD6tm6EFjt/KL+W+k2Xntsjy1T+qqm4EQlibW8L4wNlz65QaqZG5VOTSSugTix/QzecPGCmnJtDjkOZM+xe/jV0RRN4tZL5DXCJraBGEBzUU1pB5bNJSpEuXSwb03QNX0ffy286psu/6UZlc9zdJ75lJg5haSBcR1Dowrc78GAWHaY1VmxRAQLlAmoLyM7JSZxxfKVMOzlclHWO7p5GiBVqqOEKCBGBTVZh4BLbhwrC38M+An58PFgOOUq/2WCiDu9JmxQBJ7uYpZUEToZW6DHnVrgeOOQrEgeAi8sOt/BRFxMCxa9yEMqnGAKk0p7Os3zhQ6tcZpwAClrr/qGwY8D6Kms/5wKqaPSnCfh9CgvCT/yiiLAIHue6tPELedosg/M+h/QimZ4AFcAJcQ+GZJN2tRPhoaI3JZ87OceWbDlMkU8biylWUb1RNGVtrkDTLXxcJYyiGrny7QQVDWME4oq25E91FIZ1fZSiDvZJHTokKawMq9URR9OayHDQFUw8tlM0QHJs3/ybZUWM4P4rBp0pZCIl27gaCu68mjyc8j0Eo+xJW+k5RZ5OTaAKKDzWY1112g6DOC/53vzBKnxpnHIdMTMd62C+lYraK0jl/Axl36F/JCILCnDnrKiZXS1xEtCQuXdoiL5BR3KIyQICIQfiFABuNMCWgZjNAEfACWDDrq2l2iyDybrWyCFxcwq5FENqQ6PpJlEizKB4D4MZKZyE1Pd+A+5Qr20LSYIU+bUZ7UBj3le1XD8gw/OjcXUHrpBLQaPCb73oNtA4+RRYZj0cdlas7dFeUWGxVsLG0ylNb9tw4KjOOLpVFpxbL6RMLxN0zmxQCjXNWoFASJEBwG2OhlWCPJVj7gGrVzYjcaoHaDOORY1BnThcog7mSCCv50GClGlJM427VIKWmielUfRskgA2Fkt957ZAsXtZZkuA+xsf98/FhwNWceAFT2x1kNwjt3BAXaJSjMp6VkCq7RRT1NIZKMx0u0+veKjRwnQmv1s78l7ifXRFE3l1TFNQMFlvrFtL3K1kS+QNw869ZE7oi0C9NdxWlTu0l/fvslOUrB8m/a4bIzisHlHVQCT59/qBZ19jSpscO+KsPDjUNfiyVmMbAMlwNxZD0Vix9EfkVGctLz26WmVAK69f1kfVIVPLKVlPyoXgM4ZDMSaDfmagUS11Zll7Lf297wkq9FTdU88bTZQbYSpsu7CVrW08xwEpDzfNQzCOcE1oFWiEb0y4iF1Bjz23wtxSc2FDmL+kgHduuxgIlllnU5bQGbt8+JpdBXdIDi4SEQAv5hVBrI2IDxayT/Ep3DZGx4KtqdkUQebfbncKShHPWKoL3WFhnAytTYlDy0T3EV1oFAAqZ1YgqigYTomnjXyUrCpP/CwbTyrM6SVf8AIdU6IYABpTU25fmmwWGsxoQJsq9HJq7SB+kgp4a3EZJ4nnIdyXay3cFm8jem8dlNmIJS06vllmwFGK5pZL8OetJDigGrjSjoX4w8epaQNLiYZo1R/+9jRyUqyYL2Upr/iOrVvaQ7qt+lXFgK3VATIZwUFPN2CrQlYHpeAEyzxGczgGU2pSag6U5ihstWfYdIKXTlOLWkgpDsgwckB0fTbbs+FucgTrrWgTkAp8jNsALhJ/13qvHDndfMjVJLv/3noPQr8iuCCLvjlMRKOZRa7KKKfjjwaYoUEAbMOMD2VGBYcsW8xUB96ObiIHkHDlKy+ABh/Cj/VlGbx0lmy/tlpFV+0qFrCjjAIIxMRE7CGuqzAkmGx9DuY14LnRaCUXTFQJPTlH5rXw3WXtxt8w5sVI27xwuu9E9UhaUPAguZwG/TULkJWgw1DcGwju7Ugjr3ii20sLfyKPHl2X83nGSMUFq6QYSudBKXVKpEzrMY9NFpLmJTFNWk5OqWcFGcg0U0gN2TJS4cTykRvWhuEdctJhSBv6KkuT06ZVy4ewq6QvqitSeGUOpvBeBbiH1g4oh5x/dcHjH51Hkf2HN53/te7siiLw7qphHrbUIyC1UAhyscVjs0tAygK79JAg3niK0Za5VoO+rB5Lbth4pOXNUkumgJag4+1v5rkBDh8GAmboDZUI3DnipLZ4hLZisiqOH6S7SD65bCfw7AdxBLWCltEAG67n7F5CotlkWnlor69f2Ru8raTKWl7w560jaNMXBgEoqKtSZhaVgp7QI+VZppT1fSVWU13z8+Ip03zhMvDzSSXm4Bf1ee4fMSaSFCgJcREw0M9zbICdTYQQc/+cKPeT+66dQNiwt4i9Vq/yORUt0Qw0L3TLwR3Z9PDy312UJ6EkywR3Uu9Q3sBKBHAvhEiKMVkI/HyyS80+uc4D0j16y+KH/wnewK4LIu4Fu/EFYowi4qkoJeefFQp5GjcKfrqLt2y1XBDwMlQsthAL5K4G4bpv0H5BJxhLRc+WA0+8VuvrVyVEV8UC6cSwv8KYhj1SpA7PcRcbXpSptvaWV4CBZkmSWn0E30Afuo/23T8kS0FksPb1BllzciFVcLMmIgvO5stdSSsHVlRRTulJgrM9yJRZ5j0Pkn4mwUrpiGtSbIOMmlpUmi36Uo98ukZRgsPVTtQU+deHoSWYB8jIgXvApZI25JI5w242r+YvKOB8Dy+PJsxtSs9pfyopjyVNuQ/bd58/vyKy5zeUDSOZmtJsFFAV4kUJEM6mSmRF4M2n3+MoJLDrQrqN/VVnFvGi7Ioi83yMI51xU0o0lMQK6kYgMKoIqC6aQ+5mQEkCr4AWYc0NDEIV0mQrlCZe7ql2sDWzKhSc30tSd37Nc4zOb6abxTQOTnbkBWsq/OUiQwLPp7iLFW0E6MwsOoCCoSFziIi0aBEtxuI6KZygmv5XrJruQE7EMlBZrAEdd9D9wD2KFmTljOcnhVRXoqMJQCilUtrNuKViKbY+8xyIyz0Qk0RtYlYngw/9XJkwsL01BXb21/UyJoUpdmgbKaLUsA59a5hf4i2mWUipxR7AFjYYySAmCuh83jpC/ruySMsW7SpbMFcQ5lpvcvnNC1m0aJC+eXJH59YdKIYAGwqLNjhjaacPcAzFERXj6gQoNnANiyHLURGTexgg4l10RRMCkhnBIN/IMMZXeEkVAayBfPi0wbKqhLIGyCnbtsk4R8JhEznkjkcaQFboYHyHyIL3nn97QZ+vVg3H7lWjn/23hxn7RnF0hkwkLtGJxBkms/MxoXGVaOu0qc9kQYI4TM7ZUyVZBqmSvKC+eP5BdgKIuObNRNlzcJItOL8NEOEu69KUlZ9ZqUApFwcyZCivhmArFwmv8mtFHGkHdC6Us69QeJcuWfis/rf9b/qk1GDQUOow46N0xjhXwG211Tj4iU8lmpC2HMoAl2QtUESVS5VUlTzduGSLb0PWWHkpiQYsJUhmFj/w1/v8QG+8XlI8VD52ZTxks9buPb8jlp7e5A2nxv7pmVwSRd8vdY8Ui4Zyz2YqAbhtPuOoLsxBnKC0HiBr/h/CWt7d1yoCK4NUrhZZge4sVEX90rP+89uHrZ0O6rf+7+sIzm5x+K9/Vt1RGBCrIZgm6XqsaSc1wBKUMQimaHtKxVYCZXDC+L5VtEg/KtRoI79i9UbZzz80TsgIxhfUXdsgyQBLFIZokT1NUsmWuKOnTlkAORkYkrrkqC4jWglbjN+JkjFVzFAk7EUlUIH9ruXHzsIw8MF1Kp84vNXJVh1DGQ2TK6jOKFXB4evDYVLyA33JeyW9UIHVe2dB6qhy7fVr23zopz7GQ8EqcTsqlLwzLJIFSAqHPPrmFHCO2sFS06HLiwSXHlxr1il7XJBLuQtQ5hV0RRN69gCKIq0jhzLUI6Aqia4irfa783YE7oiuInxNFdBGlXekOYgA5SRJU0nhm3cVQEbzUYHOUigE87CwZir9rQCE03nfr5OAy/7ZN3zZvbelfqqNvKhYWZ0m/j9bl3QCOwoCyyluCrUCGU8t8TgbxrUj0DC4NN1gs1ZDpWg0Ee69wPYdunQb6aCeUwk7ZsG6nmhzXxF6SFcijTBlKSdIkOTB3iTEER4O1QHqEiJU51t0h2+9FVxnZYKtVGSLXru+Xb1YPlkKpckviuInETyHGgjYGianAjT8Nml/w6e1TShtWHBFhecB7lScNIG/qoYYixzn8NN7/UFuEWwM8O1yIiD/xAvgLgqP162t2RRB599yNFgEFOt095jRCRLnKfwQZzcBuUsRCMxuqL7zDb3UnZBv9+zFRr42BY0uRQ/oYqJhevFAZ9YAJqR6kQSHMZw1pbPbD1KPLu648vyN2ryIt/LsUaurnHCc+4gcw7a3BxPIsymVkXVD5E2FlUAr8RcdB3YcyIC8r41VW/sTK9MS987L1yn5Zd367HNw9Uvahi3N8yQgrIQtI8NKkLgQXUlpDDMdXJbD5+YGCw1ytbc4NjWLb0E0WCz77urVGypQplaTXur9kVpOR4qDcZ8HX6bhLSowH/cLJwdE3MNnMtC5XiDBDrMeSKVBIpIjiFdIHYsgo3ntTyf9ThloolgzzP7GtXRFE3m1ELQJXhf+3RLbwOaWgZ4sPmas35gJwcRWLxBVodCNZy2pKGf7iharDQY4VRcYevOEHwu/6QCEsePT62YCfNo+qM//0eqe+pTr41c9eCfY7NJFa4VnnZglPUDn4WAPdR9qKMzpWfPmR8JQ/XUHAFDvKtSc3ZTeYUdfBfbTryhZZeXaF2s7NIxuUQmlJl6YYrIXsip7BiUFUKAQKTbqT/luKQStokz59KSlctLPMBsqn9flaUhoK1F/j5A/eKOk/ucGByiAM8itTRwz1MxUbiFgTDfGBe4gNHL/PQogC2/vrbHZFEAn3HcKTojwOKajD01xcAvemIqDwp2vIWgXAo+lF61++VKy73uihclRDIXDpVBfXVOvE/Yv9GyzolbfS0eUyoNQ3voUhaBEpVEFdq5shqGwYGVxG4bk6bRQqDgC0jMASIyQ1TcJUQiRUiwIN5PXLJ3Lk3jlwLx2UTUhiO7pnjOxHJzQ1eaoCkgnU2alBsZw4cWaFtokWLQbm/QNcc/8dxcD6EGVQd/o42D/7bIa1BHQW3TlqJW/UNEdeYF6B8XeaMvA1SVtt3bMQCUqAA4seU/beOu34Qntmd1g31i9/L7siiJx7GBeniU0OfmsbrYjgioBxAmvdQcbj0CwCpQieGgLFYQ4T262AMkA0VtptuLT3p82X96dskqMK8P7tfLMkB4zpIxB4PtaziOq0FXRIGJSBRdDTkC5AQVINJHisv+wSy0VKIpu5JEpuDkQi3a1nd+TI3f/J1sv7ZBv61quGRSLgqSmT55MM6YpBMRSUxIkyQDF4qGQp+rFpMfiSzfULjDEQTRUvXlIpXfJ7JOz9JJsu7JJK2cobLLygM6no50Iw+0KjrQ7zgQquchg0Ut6oiG4OsuHyPlo6t9C/ykAxZ9iuCCL6OdOOz3xgKALrLQK6lGLHDhws6xSHf62sHeP9e1+Q2KlIs0V1WqEMGO0YD4WwFH7ibrNPrvlm5blt7u2QEdy9aAvfFECHkNFRPpgZFAnhXgQqBQyWTmML8xFCusWq/rJCIGllrbkKTuGeXFIkSiu1gaDxA6Ll/JMbcuT2GcXWegCIpK1XtmmHi+mq3EcZgEhKCVI3D4/MqN2bBK66eMp9RDcSM52/DHeSg8o6zg0K6U1b/5SpR5aAiLCcIXsgqCzW4gSmGxWEVubSdA0Dc39qVKawMCLWJaSkXzR5g9jYNjCnou3C8xw6jtXcC/gCt7Mrgsi5aXTqxHZxsc4i4CKWisCYXsJWikBDDL1AmUEVI7aqKhN+QNyvLxTCjBc+b3qO2D+n5ZxT62J2LtiQXPW+CRIgLZqmt8bjEo6GidDgRcbyyCaWAgelXCEktEOnsGNCmpdnZvFKnl1aFGosH8CKeRnxhUN3TstexBj2IX9hz/Y9BiiNE2IMWSRNynySCpaDp6cXaDpSwIpLqNxJ1GB6nCEqKgcqLVoFWbJUlm2nl8pzCEhXEiSaSjILwT3EOQxUBr7QCZbHDAwooYhXAhwsSAz3XtrrcE0rRrMqHA/mF7+rXRFEzi2kRRA9PDECCmzdIqBiIA21LSwCHpcBwzcoY4hmkUUQfOqgEABolY5QCJMfvn76wy/bJjScfHiJUxeUSeyYt66vmztgT+GAnBqfzwi9ouFOrchcDu3Wq4AzYwt+cHEZ6Lmjg54hS5JMkiVFDmkJLiRey2W4ks4+uCT7wJx6GBQYx47NleOHZ2iHBiopMagVUqfIK8lgPSTxyAoIcAoUC4oP5RBTuZFYlY0uJV9llfDvSPCGhHLhKZPlkjPH58ktJOq5xklosoB8aO6hQGXA6mZUBswdNBcZ7GeUnxAJP0yMbdn/tnGAhMxtjYQzRtlT2BVB5NwaV55GcxtYfkL68Bkf0NFDhIySUppCPLyNyoTWAF0DaFZZBCYUwlF81ggKYcydl49+6L1pZM3Jhxc7dUJwtm2eOr7uVAg2cBkFOa+euUwBrqlIm1kK+nlU0Jkd0FJ1AgiS9HAjsfRnzdw1FETy6asncu7xdTkD5UDFcOLuOfnfgUlySIfXQgkk9fCCUsislEPihBnEzS25CkRHxwpVUxD+SjnwfFQU2mvEL5JZQ8DHkEMQA0ovJARYaO4hfa5oGTCAzPwD5e43Ucsg8P5hCy17GNSmkREXwJmRRPbi2V1ZjXgI2kYsYp6E97f0Je9vVwSRc/cQHHCAIohrtSJwRqFL5iCwUQkwj8AWFgGPoSWTKQ1l0x8Dflx7ccy9UAjlrj670/2Hjf9UHX9okVPnAg2lbe5avm7xqRC44rY+qGzq9gXGFAKUAjezqWJQFgOFMwWnQXgyxhAf7r+iqPpGOu2OKjD9Vu6/eCRXnt6SowhCn0A/dvesXL19SI7qrjIglGLG9ZAkQCZRQSRCha+E8dMoEj1aD4QdU0GoAIkBtEP3kq4oNMuCl6hGZZZVweNQONN9Q9oTwmTv3j0p+w9OlawgoSOyKrRkweD8QyH9jLRSl4zr+Bnmn+fVttatH4PSiHhNZzzIGLFl3Ym1jlio8NN5kSMGou5Z7Iogcu5NfP7YaBFYk3fFHzkVgV6jmG4hJpiFVbPYnEujVWFADPGHGJBVbM6+5m4DhUDuoi1QCGWvPbvzfa+NI6qMPjDPqQ2ylDvAZZQkYWoIHQhUa2krQhlIcBeSbi0YxKa5PguzLlXFGHzZA7OtqRw8XT3E0z2ZFM1UXLMooPyeIDh/BW6lS0+uy6l7F8GFf0UuPzojx8CqaqwWnYBMco3rqeINiVBDIL5bSnGN5wkLMZGq3hYbFe90Qe7oGEOhmFirQWPvoFIIHLomgDkjvohX+KiYxevXj+Thw/PyP/A0HTo4XZzlo4xuPkGiQ1D6hQcGbDRjFPQ6aRyVgv6VUkbWJp6YdUdC2IhVFnDt046v4FjOoW8Pz+H+C/vaFUHk3EWDIrDOIuCPOThiSGclDe/wKRwMioCMixGiCPQxQiHQD7sVCqH0zef3Ow/cNqHmxEOLorXKXRMKoQ5YTsGfoegHgPm3og6COXMRWE1Nk0gRqRg4Hi0AzSA5Ov6n6KMATACenQSwHAqkLSBNFe0CspmRxPUEsZpbz+/DgrgtV2FFUFFcQYD67p2DENYb5UWQ4C2CsbAUnFAqMi6UApk9Y8N6iAWa55gQ5DFQBN4RikGTvAhWIyDMjOm3KF/5CjUDnnjflDfeIFrzfSe0N+pnKS19S3WSXIiBmKEEtOmzsH0WwR98jGAAPn7tsMP2awotOh3PpW1NUgvnJCpsblcEkXMXoAicrY4RcIjGOQSknLYm1mDqUo0UATNqFIY0oht+eFyBbYdCKHT/1ZOuf+7+t+6EQ4tiNASbaEegjPKkzAm5BVOFcQtrTCgLLiC4YtCJ8GwFUQ0+FAVZ5c0LZjlQQUSH0PaEcvAEhDU/kro0UikoRiiJj0iIAwGgPAWk9RGE+K3n9+QukD33Xz2Wh4hLUIF4v30g3s8uyTPEX97C3eaDfXk+5k5Q+TCkFA3WQjzkTiSEJZHbPQlYWvNLoRQ5pSB6qkSplWg3QwlYMMNRbVPMKdBgow4tdATkmdnyc6LaCD/HeOyKIHJm3Z3FOGLQ3LbSE2oMHWVWsS2akjPwVLx8qXiGaA1YXoEmHAOBQjiA3Q9AIeR4/v5V28lHljb999iKBNUylZCO+er5VcpY1F/gTlOBZSvJ7SwensFxrdwZ2Nkos1ktrI1dGxYfO5QdlILQg9E0HQxNsyAgwKEkkoK6OWn85JqSVB1f8JX70eqAtfABwv8Dcxjg/vEhGgkP3EcWjMG2RD1FBxUIA8ExERNwiAF/I4Km6qHE/v5wWX1u1JIt59TksUBhfhl5IYtQawNtJp7BexF+zi/gBHZFEDk3ydXFxQ3+W8tx1Rwef+/GFgFjBLZADPHYWg1jpQge4UdhHZVoOOfQwHLaDQrhHwit1ivObW+OnqY42DDb56njXzNLKb94rqBXVXGEyC1cbxxjUPfCSDkQqKSCt+bjIy2eKc2C4EkNiCUTR9DdTfwqOgQ7RL1hRAZ3fGB0VlNlhsCyPwLZ/qTesKJpNIFW7PhZd8GAoQR/3/2v09uP70mmBC4Re+MM2BVB5DwHrs7w41IPcAVuSeMPjjQSDBYHCm7b/Aj5Q2bQ2UBBHVCQwJLx2XJbKITrOB70wS//4LXB7hvHO6LnSb09qVPjHJWlde6avhmA41dSjlaCpZNpo8HqykHTAaqM4ieWA08VkQrC+FIC3E2Gk9roMkM9jKo390U1Ii7iyomrh2XOqfUc+SQ8b9e+qEuIwMHaFUEETi4PDaFGORGP9BLWKgLCRnVFQNgouy0sAioCIkcMRWk+uyLQbwV+oN54PxlzNw2vFa573235x65p1Uftnxu7KtxGLXJV86uUroh/NJL4cUWrKCw+r1wKbjnwWgzRVPpv9EsLeBNZSsL2j7dSfH5RIuhrycUxLwKush82j3KC64z5MsMs2f2/vq1dEUT8HSYgw5VF660R3lx3GSsCHTpqC7NcTyZ7q5UKtEkymS2nEwqB9hOXb+uhFLK++fCu1eIzm+qjp8qNovbNclaVBlnL+yZPlEY7LZXCZ7ISQrpuTWAGKKmAN8ZKgvdBUe8btaimKAyC30DvYcu7HBnHwmwi1jRz32yHLWCZ5frMQIsSGSf/Is5hVwQRf5sCFIGltQg4NMbxaA3oLKO6ItCTy8IzfCqm16+fIKtYUfBGOUVgfG344Z7F3z9AIfyB1xrH751viV7yt51TnCpnLEal4Fc2dQH/6HFgJTBwSlqICIKghmfOjfcNUBKa1A9i0uhaITgNtymloR8zfMojaBEYQ94aDq001Oc1t8I14VQCceXmvQvSa9NIAqd2oE8J1yH/gzvbFUHE31QSzrlYyzwanH6aZHO28s5qtYqf6kXro7Qi0G+ToUDODPw9A0qhMOCUTeaeXFcLPXkOlM+sC9bMulnK+mZNilJuoExQOQkMhHyhsix4RTBD4MGkYA5/7NbosOHTKhH/qzL3DCD884X7s82KX5wev/F+jt2+wTNkJXbP3JN+edvZFUHE3zNXnCIGFYE1ApwWgXEyGXMIbNV0i8BwvC9CEQSzEvbj7/1QCAPxWv3Ug0uN0WElTI1ZOk1+aZiton/lDEX9PBOkwNeMjMNKiCwYqq1ukv041s+AE1Y6gGz/sHyA49Zrh3mcLlACF6w/4H93T7siiPh7Gy5FQFdA8BwCW8QHeNkaz5CCjnLJ7B3xUxExZzAQhs3A0WklZAN+vvbGy/vqoedIGNvNqRySs+p7VfAvl66AX7x4ibVB0FIgdtbe/pszwFVOLFf5Z+tYh38OzKexNBzPyez/5sWG/6rsiiD8cxjWEagIsKp3s8oioLCOh5wqvdmKfprHo4VioJegyfzFKgLjG4Af+xn8fQYK4U+8FoU7oPaC0xuqoadN5ZbUqTyUQh2vMn4lU+b2jx2XSgGToCwFKoUv2BUe1lP41XyPe4jkO8YFxuyY5PD9xn8YF5iP56LXVzMFVlyoXRFYMWkW7mJQBNa5hhgkPnVK5OZNDTLKGAHrFNuqGYrW0+H0n1AE+rwYkuN24O8dUAr98Vr6hvfdOlOPLiuNnjJ9/BRSMV1hqZKxuF+RFDn83dw8sQnxtMDmks8nigeabXX//1vHIcQOITmQyg1e95fjL1AEuL4l6K3/W9dp+6uxoUix/eD+I0d0JRuktcyjtAjuo1zMbXCD8T3RQrZyDdEieA6CM7TnEJzWpZh+ATcJ18YsUlagWgWlwDJxpS4/vVUXvey4w4s8ksEyKJuuoFTPVNK/ZMpcfonAFKpWlVQKRCBZywvyBczNf2aIhOQBInrv8Q3psfZPp4VnN/HSJqN3xv23+wDDuNF2RRDxv4REzshojBUrjlWuIQ6PFoAtrQAeU0smI3xUEY6qQMHX0Ayoo2W41mVQConwWuLOy4dVZp1YXRo9TWKX+E6Fwb5ZMX0RKZM2v28mUmSDHkTlJyjFYHchRannhFxJsAL8wBgxY/8ch4FbxzveevGAi5p+uNcjo9RYo/Bg7Iog4m+O3wdkvpL/3VYreVsMWStR+QGKgASMUTuHwBbXa+oYEBTMpl7KDqUQF6/FUGKz4srzO8qgZ3OOFtMpJygtSqfOK2XTFvDLm8TL380VcQUQtwkonVV94yiWwBZRcxWljsuHFxTb5A16hnrDq46tcpxwaKHDwTsMD6naAj/i3iqOaXszbwbsisC8eQrPVrt9wItz+fIeSZkytfiEt357eEZitC+VEstTvga1MVq4ahXbaEif9TAG95GexczfRU4Qk5U9cOtUGfQCf+ye7p4SFNF5k3pJqdR5pHiqvH5eidL6xyTNhaJxRVyBioH1B+zxBdvfSwp/5ASo3BD8ng7dOOKA3BHH5ee2qvrKaEwZHoc+B/fSHvW38A7YFYGFE2bF5lyZXDpyZHGGkiWbKZlhTT6BFecNdRf+rt7DnGZmMdoXl0Ng6/kwPp7Bp8y6y+x/wVoA97MUQjGdsuiFl5/b5oV6vNEzwm2UP2kWKZYqjxRIls3XC+UdowMdpsUXSAvN+ALrCdjlklX3S638IfhBmU2478X7l2XlxZ1OYKaV/TdPEONFc3YthT/6ZrsCsGqW1U52RWD93Jm1Jx7O9xAkS86d29zn5s0rkiJFOghgs3aN0I00nqGXsFBUjDjKEM5F6EVbeXDcQ4TqFfpkCe4lfzOZUNSkxLlHVwujF5x1cm06J0cnp3QsKJMsq+SDciiUPJtfpoRp/N3jJlRVxFRTriQoBkUpbVcOn9wOlpAEsEIJf0NhorN3/iebLu9zWntpj+y/dUrAN0Wbmqt/3o8VuDfA09lbeGfArgjCO4Pm7T/9w4e33+/aNSFmq1bDPrsioEUSE7Lp4cPL+uhtWrTevCn5MrcyWAvkPWKfAMVAKZ/d188338UnN4qi5557al0GfBYjWTwPyQIrITfcSfmTZPHP5pHOP51bMv8YAA8oYUc0EovKKMtBVw5fkYLgip+soE6YQqJ+UEbz6fOHcujuWYet14447rx+RMAnxcI6THikZU3X3Srcg5Nf5tMTdUdtVwSRcG/w4F6CwFi4Z8+UFmXKdJEkSVJ9NmVAJUASu9u378jSpT/w6q+jH4uEafhPnoIWn0FIUVBNxH2GhBfSoea78+JBHvYtVw9RMSSJFS2mQ7J4iSRronToaSWHZwYoijS+yaEwEsRNANUBgcgVMZ0elH3sjDl88XEHrPRJ94ASkSrQTtcZrwnunnve9+XswysO+26ddDx056wcvfs/lN9U6xIi2eiaYymxLZjn0//JByiKXJRdEUTejRgCuuf6y5f3de7SZe5niRXolsCbN69l4sSGsAgukXa0AX5kX32w2FaPAeYSGFM5Z+iK0gDKwQMv6d99fJ8HRelzoGdbdWFnOnxG+KoT8xhSuHpIZsQcoBgkbfwU/hnjJ/NPEc/TPy5KnEZzjqP5yRWjNTstCa2WsaYoaEWgKyq1z2BR0KWjGl07FPbsEC16SU24wvzghnzy8olceXbbAYLf8RjYQI/dOyeXn96Wx28UYIFJjf9Dp9uHyJ/DmMu7trov9uOEPgN2RRBJT4jBKvj90KF5v+7cWUPKlGmosoQjszEZzQ/uiIkTm8qVK3spMVpiXIqNy94ibgYwxwzGs+/Vz2LIYWC5tXTIY8iG7nXg9ulU+JsMefGiOTo5uIEmIRm4kYhWglKQNG5JJRUyoJPETeTnEdvdPyHyG7iNA9E0aqWNnzOFMJtuSSjFwc7SDnxVXwZDLBgrDyMOUx3vrF7Rg9dK5t88NpWSwYJ5ARTaw9fecu/VI4erz+46XnhyQ64+uy1QflQC8kyrfUGVdR39PDqtUVpTx+3+/oh7BsM6sl0RhDVDtv3+Lxyu0rx5nYomT55V0qfPBhpo22UKhzZUUlXw9zx1ajs5eXIlN2XGJTH09vYZZsCQw8Ag/R799Aa3ErkuksEvnhk8SWnQU5+8fzE1P0N3M3RHF8QYqATiIVExIZhtPV3iC5LhJH7seOKODNv4ztpr3Bix/ePFcvGPAxZO5EX4Q8FINKzWo+PVET561jsGAipgBvygJPygRFjEnkXvUc1LPiDAzf7C55WD99tXDs/x+vzdK3n0xlueoCP3Qrlz7rx8JE/fPoewfymvNBACffv089DNQ9ZPWkoU/lz5X8cckOPK3qLADNgVQSTeBDz4Pvixt3jz5tme8ePrJOnZc7MkS5YKEM6IG4TuDqIlMHVqB9m3bzpP1h9jmRBxZ7Uf2ZoZMLiVrlNIogdYDzwWnhtkUAldTKq//vAuBXpyCN8kItcATRIEGYT0GeS2gi+JFewVKlAt5x0h7GPANx8TPQaycfmeSoGqAIingOFSCQARpRQBWFzlPWCw79B9oAh8lVUR0JhiTTcYhTlhnOx0MRJhRSQPr4Hvb6E/tkM7jacu6r23K4JIvif4QVzFj7ou/PPrRoyo6Pbdd8skXTovZRlERH6BCzi4XqCIwdSpbeT4cWUAUAn8FsmXbT9dOGcA94xL7GuG/snRDLWxWQQJUACh0kCmW4BSiAsBHwcxitjoseS9MKBNtBOVha4F+J4uGwp4/ZWBcFCzqk6hT2cmBb/+SuHPZcxrQ9A8nFdp3/1zzYBdEXyGmcePhsVUqj54cGHZX3+V8WjRYoIULlxbFdKyVeYx0XgsaHPhwkmZMaO93LhxmMu57jj32M9wyfZTRvAMGFbcWE4IO9uNCD6l/fD/oRmwK4LPdDPxw90HZVDy5csHM8eNq1PwzJlvpHr1foCWJlfKgErBGgtBkTBivff69XtZvnyMrF79KziFXtzBZXbEOZmFaW/2GbDPgH0GgsyAXRF8xgcCgvkClEFpDOGXnTsn9jh6dGmMkiU7SJEiLRE7yKAYR0l2yR4A/jACeDD4y64y8QkagRJ48eKdHDq0QjZuHAYrgDBslYH5A851/TNeqv3U9hmwz0AUngG7IvjMNwcCmv7X3kw4e/Xq0Y9r1/5WZ8uWUTEyZy4j2bNXlrRpC0qiRJmQBBZbCXsqB52viMSXtBxevnwud+6clHPnNsnRo8vkHvDZaITl/YnjL/7Ml2g/vX0G7DMQxWfArgiiyA2CwD6OoTSGQsgJVtDGJ0+uqobu5Ug8OfDjCZFo5OqaFH5/d6z8o4P9+CO4gp7J06e35NGjKygwc49XQpD2DvQZ6KtxTHtBjihyf+3DsM9AVJ4BuyKIYncHwps8KiehEH7Ga1Y/P9/8EPa50JlsBKigsIIxbAOF0abgZ/YlSYMOoB/C/kSW2Jt9BuwzYJ8Bs2fArgjMnqrI3RACnYL+hKGrk0M5MPOHMD++EuLng+0UsYC92WfAPgP2GbB2BuyKwNqZ+wz7GYQ+8dz2Zp8B+wzYZ8BmM2BXBDabSvuB7DNgnwH7DHyZM2BXBF/mfbOP2j4D9hmwz4DNZuCrUgTwsafHzOWBi2VRWDOIbcthmzjYdkVY2+rfY59meH8U+yj8piUN+9L33xR9I/YPoN/F56QMaIi+AZ9HOF00zkd65Eq8dvSDOOcOS67Dvq19Buwz8OXNwFelCHB7iqH/gR6qIiCEE9swC7e7hbe0B7b/B91iRYB9SAHRGz0jeh+j8zLhbDx6SgvHYvHmuO622GkQ+il0kpV9j89YDrCjxQez72CfAfsMfDEz8LUpApJoqSoYYbS0+P6GFQydBbCfVZVBcC5fCF3yAH0TTBE0wN8r8f3jsAYdnu9x7hzYfxQ6C9Ws47HwGZXSObyyQpQ9MS08E2zf1z4DUXgGvjZFEHArINxYPrAn+gb05uhkVSR2n4rie/Qk2IYkbSPxmgd//4ROd8lCfDbLIChpObRDJ2UwXUlkiKS1sQf71MdrS3SurOdhn7kG+Odo/L0FvRH6UEMimT4u0oNis19y83ODu6gEPutuOB+phrliZ0GTQ+i/Ybs32I5MkiPRWdavCjq3G47vFNc9vm+Dl9rovN+70EdxP/2khlcqILqllBJgw/uL2JduIlVNxHCsknjthE52y/+3dy+vdtVQGMArKP4D4kQHHVkFHQiCWnCionTgA3VikYITBW314qADFVrwgfioF0S0vrCK2iLWooIgPlrqQFCh4ANEKloQRVA60IEg6Pc7JJdzr+d0dno2nBVYJDtZyU6+DWsla2Un3+tDiFlrZ2hb6vyZOk60fNZ7Qs6ivz9EqWhnd3g+WvPueiwECoE5IrCwiiCY5wbxdUweMHgj5AJfh/VfHXov5Aeud5rN3Hk9zu9nu9+ZvNMizF5swnBrYmYbdQi8wynflPjl0L0h/wO45PzU1NmT+MY8XxF6O7TK5s83kHJ/GFMS4o0h/wx8qH7rJ8G6O0RwiykxymZz6ILQU6HLQ/tTx9n1N4SeCG0LOc5iOWTV8khoPFgR7F+TRxlQLqOQ9tzFeyC0K6R/S6EXQteFKELjcuvNZSEK6a6QcRqDfl0YepPpLe06p75CIVAIDACBRVYE4Hdk7wMRSj+1WawZ9r9Jf5N8Z6y7O+DBpJ3e+VqIwDXjJ1QpAnZ9bdwR3p/DSykI4ieTZ0ZMgFpJbE3sDtucLbrumZRZGUwKlJKVihWIWfynbdbPv2EFQuBavRwPEfb+NqZQ/F/wdHj3Je9w0kxKFIE0kxXTEkHuVqz1E17cf1JbVdRWMaenXUrEdYv6QYi7Seuo55T9Ez6mo5EZK0QpvaVO8peSdm69v6Gdl+8sfBeolCKY8BEqqxCYBwKLrAiYLwjUbnsnqPrPWkwt/f4+F4wTehy28lzE0WfJ6rh9iaLoQV2C7uuxPOnbQvCmCCiaaeFACpiHLkp8cahfIkOo20G0I+QdBPP7IX8W65d2+xn0+IzFWUNWK+rwjzDlCNJrgysErUCW1xRwrlNkd4asopjNzgw51sI4u4mJonwl/YaXvt/alIiVgZWCw5Bgjb/+hp7wASqrEJgXAousCGBuht8FvvSkYLb9S4T99Qoj3NjICcBe/xSriZRbHWiDojBTvia0t/Fdm5iQZibyvqm4p50/2ozeioEJp9vTCVLC34Xzf4WHMGb2YSqiGIR+21QfC0XAJONi8NFqJfUuaf1sVVai55I6lPIrw8uHgddF6kuhvtKxK2pjys9r5VYu50on78vwM50th47l2XlJTFWPhc7J89E8n500/4JxVCgECoGBILBoioDA5OQUjJ1TtQtNJote1mf1+PgGbooQ40Ql6DhPu2C0IuhKAa+0awLN4g+mDjMSBcGcw44unBHiXD1ReD2Ftq8yIfUZt0PlrES+SLuHEttW2i+aoVyMRX8ECsF7jE2dzaljZo+H7+OsPK9P2z/2TiT9WfJsW92bmJPZioIZiI3/pcbHKb4l5XwE3sHktCHPV6X+B0lzvD8e4rcQmJJspX0oPBQhBz1sb8/zdma4/v6KC4FCYH4ILJoiIEz7Hn2ndN7dBJ4vQMhx7gqfh7ZLRFj9GqFl586WEBv3puR91fi+TWxW3E0d9yV9JOW2XF6aNKcvYbwjeXbgENj4e/1pX/6TFDDBrNwolvrecUva8NOZWfg9yRuVJ89KYyn0XWuQAObH+Ds8nNuE8fkhCkYfjaWvHlb6EN5d4f3YGEPMS6/2d2BK+t2U21XFoe5d2ro51G81Zx6yCuEnwP9b+PHqMx7/WOj7hlICK7BXohCYOwILpQgifNjB0UjAJ7LrZhTyTKgjabb0bk/3/HsTYqs+WPKPJeP5sTb2jKV/SPrh8QpNmNtlc8IQPqYTQvN/IWWE7dp+UARMO30sx5OwfbM/70sC9WAX0cSQ9o+kAE0rt1oYbUttYXz8MB05yMfezX/y6FgWnoPT2q/8QqAQOPkILJQiOPnw1hsLgUKgEBg+AqUIhv+NqoeFQCFQCMwUgVIEM4W3Gi8ECoFCYPgIlCIY/jeqHhYChUAhMFMEShHMFN5qvBAoBAqB4SNQimD436h6WAgUAoXATBEoRTBTeKvxQqAQKASGj0ApguF/o+phIVAIFAIzRaAUwUzhrcYLgUKgEBg+AqUIhv+NqoeFQCFQCMwUgf8AZ2PVpkfZNosAAAAASUVORK5CYII=)
• The heart is an organ derived from the mesoderm.
• It is located in the thoracic cavity, at the centre of the chest.
• An outer, double membranous bag protects the heart. This is the pericardium, which also contains the pericardial fluid.
• The heart wall has three layers thar are the endocardium (innermost thin layer), the myocardium (middle thick layer) and the epicardium (outer thin layer).
• The myocardium is thick since it is made up of cardiac muscle fibres.
• It is four chambered and has several valves that regulate the normal blood flow in the body.
• The upper two chambers are called atria. The atria receive oxygen-free (deoxygenated) blood. The two atria are separated by inter-atrial septum from each other.
• The lower two chambers are theventricles. They pump oxygen-rich (oxygenated) blood.
• The two ventricles are separated via the inter-ventricular septum.
• On the same side, the atrium and ventricle are separated by the atrioventricular septum.
• All these septums have openings which are guarded by valves which prevent oxygenated and deoxygenated blood from mixing.
The valve between the right atrium and the right ventricle is the tricuspid valve.
The valve between the left atrium and left ventricle is the bicuspid valve (as called mitral valve).
Valves at the ventricular outlets are known as semilunarvalves. There are two semilunar valves: the pulmonary and the aortic valves.
The pulmonary valve controls the blood flowing from the right ventricle into the pulmonary arteries, which carry blood to the lungs.
The aortic valve allows oxygen-rich blood to pass from the left ventricle into the aorta (the largest artery).
• A patch of specialized cardiac musculature (known as nodal tissue) is found in the upper right corner of the right atrium. This is the sino-atrial node or SAN.
• A similar mass of tissue is present in the left lower corner of the right atrium. This is called the atrioventricular node of AVN.
Function:
• The heart is the principle organ of the circulatory system.
• It circulates and delivers oxygen and nutrients in the entire body. This is done via the cardiac cycle.
• The heart circulates blood via two pathways: pulmonary and systemic.
o In the pulmonary pathway, deoxygenated blood moves out of the right ventricle through the pulmonary artery and travels to the lungs. The blood gets oxygenated and returns to the left atrium via the pulmonary vein.
o In the systemic pathway, the oxygenated blood moves through the left ventricle to the aorta. From there, it enters the various arteries and capillaries which supply oxygen to the various body tissues and organs. Deoxygenated blood returns to the heart via veins to the vena cava, thus re-entering the heart's right atrium.
• The heart contains special cells that contract and produce the heartbeat.
Question 3.Draw the L.S of kidney and label the parts.
Answer:![](data:image/png;base64,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)
Question 4.What is adaptation? Mention the adaptations found in the following mammals.
a) Whale b) Polar bear
c) Kangaroo d) Herbivorous mammals.
Answer:Adaptation is defined as the adjustment of an organism to its surroundings or environment in order to survive and stay safe.
a) Whale- Whales need to conserve their body heat in cold waters. Their body is surrounded by thick layer of fat called blubber just under the skin that helps to keep them warm. Whale have flippers that help them to swim properly in water.
b) Polar bear- The small and round ears help to maintain body heat and do now allow the cold water to enter the ear. They also dig dens to protect themselves from cold winds.
c) Kangaroo- Kangaroos have large ears which help to keep them cool in the hot and arid environment where they are usually found. The ears also help in sensing danger.
d) Herbivorous animal- Herbivores cannot produce cellulose digesting enzymes. So, they lodge cellulase producing bacteria in their alimentary tract which aids plant digestion and offer them food and shelter in return. They have special sharp straight edged teeth called incisors which help them to eat plants or grasses.
Observe the chart depicting the structure of a nephron.
i) Mention the structures A to F
ii) Explain the main function of a nephron.
Answer:
i) A- Glomerulus
B- Bowman’s capsule
C- Proximal convoluted tubule
D- Loop of Henle
E- Distal Convoluted tubule
F- Collecting duct
ii) Nephron is the structural and functional unit of kidney. Their function is to filter substances from the blood, regulate blood pressure, blood pH and blood volume, control electrolyte and metabolite balance. Nephrons basically filter the blood and form urine.
Question 2.
With a suitable diagram, describe the structure and functions of the human heart.
Answer:
• The heart is an organ derived from the mesoderm.
• It is located in the thoracic cavity, at the centre of the chest.
• An outer, double membranous bag protects the heart. This is the pericardium, which also contains the pericardial fluid.
• The heart wall has three layers thar are the endocardium (innermost thin layer), the myocardium (middle thick layer) and the epicardium (outer thin layer).
• The myocardium is thick since it is made up of cardiac muscle fibres.
• It is four chambered and has several valves that regulate the normal blood flow in the body.
• The upper two chambers are called atria. The atria receive oxygen-free (deoxygenated) blood. The two atria are separated by inter-atrial septum from each other.
• The lower two chambers are theventricles. They pump oxygen-rich (oxygenated) blood.
• The two ventricles are separated via the inter-ventricular septum.
• On the same side, the atrium and ventricle are separated by the atrioventricular septum.
• All these septums have openings which are guarded by valves which prevent oxygenated and deoxygenated blood from mixing.
The valve between the right atrium and the right ventricle is the tricuspid valve.
The valve between the left atrium and left ventricle is the bicuspid valve (as called mitral valve).
Valves at the ventricular outlets are known as semilunarvalves. There are two semilunar valves: the pulmonary and the aortic valves.
The pulmonary valve controls the blood flowing from the right ventricle into the pulmonary arteries, which carry blood to the lungs.
The aortic valve allows oxygen-rich blood to pass from the left ventricle into the aorta (the largest artery).
• A patch of specialized cardiac musculature (known as nodal tissue) is found in the upper right corner of the right atrium. This is the sino-atrial node or SAN.
• A similar mass of tissue is present in the left lower corner of the right atrium. This is called the atrioventricular node of AVN.
Function:
• The heart is the principle organ of the circulatory system.
• It circulates and delivers oxygen and nutrients in the entire body. This is done via the cardiac cycle.
• The heart circulates blood via two pathways: pulmonary and systemic.
o In the pulmonary pathway, deoxygenated blood moves out of the right ventricle through the pulmonary artery and travels to the lungs. The blood gets oxygenated and returns to the left atrium via the pulmonary vein.
o In the systemic pathway, the oxygenated blood moves through the left ventricle to the aorta. From there, it enters the various arteries and capillaries which supply oxygen to the various body tissues and organs. Deoxygenated blood returns to the heart via veins to the vena cava, thus re-entering the heart's right atrium.
• The heart contains special cells that contract and produce the heartbeat.
Question 3.
Draw the L.S of kidney and label the parts.
Answer:
Question 4.
What is adaptation? Mention the adaptations found in the following mammals.
a) Whale b) Polar bear
c) Kangaroo d) Herbivorous mammals.
Answer:
Adaptation is defined as the adjustment of an organism to its surroundings or environment in order to survive and stay safe.
a) Whale- Whales need to conserve their body heat in cold waters. Their body is surrounded by thick layer of fat called blubber just under the skin that helps to keep them warm. Whale have flippers that help them to swim properly in water.
b) Polar bear- The small and round ears help to maintain body heat and do now allow the cold water to enter the ear. They also dig dens to protect themselves from cold winds.
c) Kangaroo- Kangaroos have large ears which help to keep them cool in the hot and arid environment where they are usually found. The ears also help in sensing danger.
d) Herbivorous animal- Herbivores cannot produce cellulose digesting enzymes. So, they lodge cellulase producing bacteria in their alimentary tract which aids plant digestion and offer them food and shelter in return. They have special sharp straight edged teeth called incisors which help them to eat plants or grasses.