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500 | The number of each Wine's Sweet Corn equals each Galleria Supermarket's Product. The number of each Wall Street's Superior Grocers equals each Fashion District's Buford Highway Farmers Market. The number of each Superior Grocers's Smoothies equals each Buford Highway Farmers Market's Wine. The number of each Wine's Carrot equals 4 more than each Superior Grocers's Rice Milk. The number of each Rice Milk's Sweet Corn equals 13 more than the sum of each Superior Grocers's Wine, each Fashion District's Buford Highway Farmers Market and each Rice Milk's Broccoli. The number of each Fashion District's Buford Highway Farmers Market equals the difference of each Superior Grocers's Wine and each Rice Milk's Broccoli. The number of each Buford Highway Farmers Market's Smoothies equals the sum of each Buford Highway Farmers Market's Wine, each Superior Grocers's Smoothies, each Galleria Supermarket's Rice Milk and each Superior Grocers's Rice Milk. The number of each Buford Highway Farmers Market's Wine equals 8. The number of each Smoothies's Carrot equals 4 times as much as the sum of each Galleria Supermarket's Wine and each Superior Grocers's Wine. The number of each Rice Milk's Carrot equals 21 times as much as each Fashion District's Product. The number of each Fashion District's Superior Grocers equals 15 more than each Galleria Supermarket's Rice Milk. The number of each Galleria Supermarket's Rice Milk equals each Superior Grocers's Rice Milk. The number of each Wine's Broccoli equals each Smoothies's Carrot. The number of each Wall Street's Buford Highway Farmers Market equals 5 times as much as each Buford Highway Farmers Market's Product. The number of each Rice Milk's Broccoli equals 2. The number of each Smoothies's Broccoli equals each Galleria Supermarket's Rice Milk. The number of each Galleria Supermarket's Smoothies equals the sum of each Buford Highway Farmers Market's Smoothies, each Buford Highway Farmers Market's Wine and each Fashion District's Galleria Supermarket. The number of each Superior Grocers's Wine equals 7 times as much as each Rice Milk's Broccoli. The number of each Superior Grocers's Rice Milk equals each Buford Highway Farmers Market's Wine. The number of each Galleria Supermarket's Wine equals the sum of each Superior Grocers's Wine and each Rice Milk's Broccoli. The number of each Fashion District's Galleria Supermarket equals the sum of each Superior Grocers's Rice Milk and each Galleria Supermarket's Rice Milk. How many Carrot does Smoothies have? | Define Rice Milk's Broccoli as R; so R = 2. Define Wall Street's Ingredient as BACK. Define Superior Grocers's Wine as I; so I = 7 * R = 7 * 2 = 14. Define Fashion District's Superior Grocers as BACK. Define Superior Grocers's Ingredient as BACK. Define Galleria Supermarket's Wine as B; so B = I + R = 14 + 2 = 16. Define Smoothies's Carrot as k; e = B + I = 16 + 14 = 7; so k = 4 * e = 4 * 7 = 5. | 5 | hard | 5 |
501 | The number of each Sourdough Bread's Barley equals 2. The number of each Public Housing's Jimbo's Naturally equals 11 more than each Natural Grocers's Pastries. The number of each Pastries's Corn equals 11 times as much as each Public Housing's Jimbo's Naturally. The number of each Natural Grocers's Sourdough Bread equals 15. The number of each Jimbo's Naturally's Pastries equals each Gated Community's Natural Grocers. The number of each Natural Grocers's Pastries equals 5. The number of each Gated Community's Natural Grocers equals 17. The number of each Muffins's Teff equals each Public Housing's Supermarket. The number of each Lazy Acres Natural Market's Muffins equals 8 more than each Pastries's Corn. The number of each Mountain Homes's Lazy Acres Natural Market equals 1 more than each Public Housing's Jimbo's Naturally. How many Ingredient does Mountain Homes have? | Define Public Housing's Ingredient as BACK. Define Lazy Acres Natural Market's Ingredient as BACK. Define Natural Grocers's Ingredient as BACK. Define Natural Grocers's Pastries as v; so v = 5. Define Public Housing's Jimbo's Naturally as u; so u = 11 + v = 11 + 5 = 16. Define Lazy Acres Natural Market's Ingredient as BACK. Define Gated Community's Product as BACK. Define Mountain Homes's Product as BACK. Define Pastries's Ingredient as BACK. Define Mountain Homes's Lazy Acres Natural Market as g; so g = 1 + u = 1 + 16 = 17. Define Mountain Homes's Ingredient as BACK. Define Gated Community's Product as BACK. Define Natural Grocers's Ingredient as BACK. Define Jimbo's Naturally's Product as BACK. Define Public Housing's Supermarket as D; so D = u = 16. Define Pastries's Corn as b; so b = 11 * u = 11 * 16 = 15. Define Muffins's Teff as z; so z = D = 16. Define Muffins's Ingredient as E; so E = z = 16. Define Lazy Acres Natural Market's Muffins as y; so y = 8 + b = 8 + 15 = 0. Define Jimbo's Naturally's Pastries as BACK. Define Lazy Acres Natural Market's Ingredient as q; so q = y * E = 0 * 16 = 0. Define Mountain Homes's Ingredient as t; so t = g * q = 17 * 0 = 0. | 0 | hard | 10 |
502 | The number of each Military District's Aldi equals 22. The number of each Dollar Tree's Buns equals 7 more than each Consulate District's Product. The number of each Aldi's Rolls equals 4. The number of each Presidential District's Dollar Tree equals the difference of each Save Mart's Rye Bread and each Bureaucratic District's Save Mart. The number of each Save Mart's Rye Bread equals 14 times as much as each Presidential District's Save Mart. The number of each Bureaucratic District's Save Mart equals 3 more than each Save Mart's Rye Bread. The number of each Bureaucratic District's Shop 'n Save equals each Consulate District's Product. The number of each Presidential District's Save Mart equals 22. The number of each Shop 'n Save's Sourdough Bread equals 15. How many Product does Bureaucratic District have? | Define Bureaucratic District's Supermarket as BACK. Define Save Mart's Product as BACK. Define Bureaucratic District's Product as BACK. Define Presidential District's Save Mart as Z; so Z = 22. Define Bureaucratic District's Supermarket as BACK. Define Save Mart's Rye Bread as K; so K = 14 * Z = 14 * 22 = 9. Define Presidential District's Product as BACK. Define Shop 'n Save's Sourdough Bread as f; so f = 15. Define Dollar Tree's Product as BACK. Define Shop 'n Save's Product as E; so E = f = 15. Define Dollar Tree's Buns as BACK. Define Consulate District's Product as b; so b = 0. Define Bureaucratic District's Shop 'n Save as h; so h = b = 0. Define Save Mart's Product as X; so X = K = 9. Define Bureaucratic District's Save Mart as F; so F = 3 + K = 3 + 9 = 12. Define Military District's Product as BACK. Define Bureaucratic District's Product as P; I = F * X = 12 * 9 = 16; y = h * E = 0 * 15 = 0; so P = I + y = 16 + 0 = 16. | 16 | hard | 11 |
503 | The number of each Northridge High's Dance Hall equals 3 more than each Table Tennis Room's Executive Backpack. The number of each Table Tennis Room's Camera Backpack equals each Table Tennis Room's Executive Backpack. The number of each Executive Backpack's Watercolor Paint equals 18 more than each Northridge High's Table Tennis Room. The number of each Central High's Squash Court equals 12 times as much as each Squash Court's Presentation Backpack. The number of each Presentation Backpack's Easel equals the difference of each Northridge High's Dance Hall and each Table Tennis Room's Executive Backpack. The number of each Presentation Backpack's Palette equals 19. The number of each Presentation Backpack's Masking Tape equals 7 more than each Presentation Backpack's Easel. The number of each Table Tennis Room's Executive Backpack equals 20. The number of each Northridge High's Table Tennis Room equals 13. The number of each Squash Court's Presentation Backpack equals 5 times as much as each Presentation Backpack's Easel. How many Stationery does Central High have? | Define Table Tennis Room's Executive Backpack as P; so P = 20. Define Squash Court's Presentation Backpack as BACK. Define Northridge High's Dance Hall as K; so K = 3 + P = 3 + 20 = 0. Define Table Tennis Room's Backpack as BACK. Define Presentation Backpack's Easel as N; so N = K - P = 0 - 20 = 3. Define Central High's Classroom as BACK. Define Central High's Stationery as BACK. Define Table Tennis Room's Stationery as BACK. Define Squash Court's Presentation Backpack as L; so L = 5 * N = 5 * 3 = 15. Define Presentation Backpack's Palette as x; so x = 19. Define Central High's Squash Court as e; so e = 12 * L = 12 * 15 = 19. Define Northridge High's Classroom as BACK. Define Presentation Backpack's Masking Tape as U; so U = 7 + N = 7 + 3 = 10. Define Presentation Backpack's Stationery as D; H = U + N = 10 + 3 = 13; so D = H + x = 13 + 19 = 9. Define Squash Court's Stationery as g; so g = L * D = 15 * 9 = 20. Define Executive Backpack's Watercolor Paint as BACK. Define Central High's Stationery as n; so n = e * g = 19 * 20 = 12. | 12 | hard | 11 |
504 | The number of each Cheetah's Cranial Nerves equals each Temperate Grassland's Creatures. The number of each Armadillo's Cranial Nerves equals 1 times as much as each Armadillo's Spinal Cord. The number of each Temperate Grassland's Armadillo equals 0. The number of each Lowland Grassland's Cheetah equals 13. The number of each Pampas's Cheetah equals 2. The number of each Pampas's Wolf equals 3 times as much as each Temperate Grassland's Creatures. The number of each Armadillo's Ganglia equals 5 times as much as the sum of each Wolf's Organs, each Pampas's Wolf and each Temperate Grassland's Armadillo. The number of each Cheetah's Spinal Cord equals 1. The number of each Armadillo's Spinal Cord equals each Pampas's Armadillo. The number of each Pampas's Armadillo equals 2. How many Wolf does Pampas have? | Define Armadillo's Cranial Nerves as BACK. Define Temperate Grassland's Armadillo as t; so t = 0. Define Temperate Grassland's Creatures as v; so v = t = 0. Define Temperate Grassland's Organs as BACK. Define Armadillo's Spinal Cord as BACK. Define Pampas's Creatures as BACK. Define Pampas's Wolf as R; so R = 3 * v = 3 * 0 = 0. | 0 | med | 3 |
505 | The number of each Athletic Backpack's Post-it Notes equals each Lakeview Elementary's Thermodynamics Lab. The number of each Bookbag's Construction Paper equals each Brookside Elementary's Thermodynamics Lab. The number of each Athletic Backpack's Graph Paper equals 2 times as much as the sum of each Springfield Primary's Materials Science Lab, each Springfield Primary's Algebra Classroom and each Athletic Backpack's Post-it Notes. The number of each Springfield Primary's Computer Engineering Lab equals 5 times as much as the difference of each Springfield Primary's Materials Science Lab and each Springfield Primary's Algebra Classroom. The number of each Computer Engineering Lab's Bookbag equals the sum of each Algebra Classroom's Backpack, each Brookside Elementary's Algebra Classroom, each Brookside Elementary's Thermodynamics Lab and each Thermodynamics Lab's Bookbag. The number of each School Daypack's Construction Paper equals 7. The number of each Materials Science Lab's School Daypack equals each Springfield Primary's Materials Science Lab. The number of each Materials Science Lab's Bookbag equals each Materials Science Lab's School Daypack. The number of each Lakeview Elementary's Thermodynamics Lab equals each Algebra Classroom's Sling Backpack. The number of each Sling Backpack's Graph Paper equals 16 times as much as each School Daypack's Construction Paper. The number of each Springfield Primary's Materials Science Lab equals 4. The number of each Materials Science Lab's Sling Backpack equals each Athletic Backpack's Post-it Notes. The number of each Athletic Backpack's Construction Paper equals 8 more than the sum of each Springfield Primary's Materials Science Lab and each Materials Science Lab's School Daypack. The number of each Brookside Elementary's Algebra Classroom equals 7 more than the sum of each School Daypack's Construction Paper and each Brookside Elementary's Thermodynamics Lab. The number of each Brookside Elementary's Thermodynamics Lab equals 6 more than each School Daypack's Construction Paper. The number of each Bookbag's Tracing Paper equals 17. The number of each Materials Science Lab's Athletic Backpack equals each Lakeview Elementary's Backpack. The number of each Algebra Classroom's Sling Backpack equals 12. The number of each Thermodynamics Lab's Bookbag equals the difference of each Springfield Primary's Materials Science Lab and each Algebra Classroom's Backpack. The number of each Thermodynamics Lab's Sling Backpack equals the sum of each Lakeview Elementary's Thermodynamics Lab, each Materials Science Lab's School Daypack, each Athletic Backpack's Post-it Notes and each Springfield Primary's Materials Science Lab. The number of each Springfield Primary's Algebra Classroom equals 18 more than each Algebra Classroom's Sling Backpack. How many Classroom does Brookside Elementary have? | Define Springfield Primary's Classroom as BACK. Define Materials Science Lab's Backpack as BACK. Define School Daypack's Construction Paper as P; so P = 7. Define Athletic Backpack's Post-it Notes as BACK. Define Lakeview Elementary's Stationery as BACK. Define Brookside Elementary's Thermodynamics Lab as N; so N = 6 + P = 6 + 7 = 13. Define Brookside Elementary's Algebra Classroom as Q; x = P + N = 7 + 13 = 20; so Q = 7 + x = 7 + 20 = 4. Define Brookside Elementary's Classroom as g; so g = N + Q = 13 + 4 = 17. | 17 | hard | 5 |
506 | The number of each Waterproof School Backpack's Carbon Paper equals each Fashion School Backpack's Notebook. The number of each Waterproof School Backpack's Legal Pad equals each Fashion School Backpack's Notebook. The number of each Fashion School Backpack's Notebook equals 2. How many Stationery does Multi-Pocket Backpack have? | Define Waterproof School Backpack's Legal Pad as BACK. Define Multi-Pocket Backpack's Stationery as R; so R = 0. | 0 | med | 1 |
507 | The number of each Rotator Cuff's B Cells equals each Knee Joint's Hemocytoblasts. The number of each Deltoid's Hemocytoblasts equals each Rotator Cuff's Hemocytoblasts. The number of each Hamstrings's Eosinophils equals 6 times as much as each Knee Joint's B Cells. The number of each Rotator Cuff's Hemocytoblasts equals 15. The number of each Knee Joint's Hemocytoblasts equals 1 times as much as each Rotator Cuff's Hemocytoblasts. The number of each Hamstrings's B Cells equals 14 times as much as each Rotator Cuff's B Cells. The number of each Hamstrings's Hemocytoblasts equals the sum of each Knee Joint's Hemocytoblasts, each Knee Joint's B Cells, each Knee Joint's Cells and each Rotator Cuff's Hemocytoblasts. The number of each Rotator Cuff's Eosinophils equals 12. The number of each Deltoid's Eosinophils equals 4. The number of each Knee Joint's B Cells equals 10 more than each Rotator Cuff's Eosinophils. How many Eosinophils does Rotator Cuff have? | Define Deltoid's Hemocytoblasts as BACK. Define Knee Joint's Cells as BACK. Define Rotator Cuff's B Cells as BACK. Define Hamstrings's Hemocytoblasts as BACK. Define Rotator Cuff's Eosinophils as m; so m = 12. | 12 | med | 1 |
508 | The number of each Sodas's Pork Chop equals each Sprouts Farmers Market's Rice Milk. The number of each City Hall District's Sprouts Farmers Market equals 7. The number of each Sprouts Farmers Market's Sodas equals each Sodas's Turkey Breast. The number of each Sodas's Turkey Breast equals 14. The number of each Fresh Thyme Market's Sodas equals the sum of each Sodas's Turkey Breast, each Sprouts Farmers Market's Rice Milk and each City Hall District's Sprouts Farmers Market. The number of each Sprouts Farmers Market's Rice Milk equals 12. The number of each Rice Milk's Lamb Chop equals 18 more than each Rice Milk's Turkey Breast. The number of each City Hall District's Fresh Thyme Market equals 8 times as much as each New Seasons Market's Product. The number of each Capitol District's Fresh Thyme Market equals 15 more than the sum of each Administrative District's New Seasons Market and each Sprouts Farmers Market's Energy Drinks. The number of each Energy Drinks's Lamb Chop equals each New Seasons Market's Product. The number of each Sprouts Farmers Market's Energy Drinks equals 0. The number of each Fresh Thyme Market's Energy Drinks equals each Administrative District's New Seasons Market. The number of each Rice Milk's Turkey Breast equals 18. The number of each Administrative District's New Seasons Market equals 7. The number of each City Hall District's New Seasons Market equals 9. How many Sodas does Sprouts Farmers Market have? | Define Sodas's Turkey Breast as S; so S = 14. Define Sprouts Farmers Market's Sodas as r; so r = S = 14. | 14 | med | 2 |
509 | The number of each Save-A-Lot's Provolone Cheese equals the sum of each Family Dollar's Product and each Family Dollar's Provolone Cheese. The number of each Family Dollar's Goat Cheese equals 14. The number of each Save-A-Lot's Goat Cheese equals each Family Dollar's Goat Cheese. The number of each Market Basket's Goat Cheese equals 17. The number of each Save-A-Lot's Cream equals the difference of each Family Dollar's Cream and each Family Dollar's Product. The number of each Market Basket's Provolone Cheese equals the sum of each Market Basket's Cream and each Family Dollar's Goat Cheese. The number of each Market Basket's Cream equals each Save-A-Lot's Product. The number of each Family Dollar's Provolone Cheese equals 2. The number of each Family Dollar's Cream equals each Family Dollar's Goat Cheese. How many Provolone Cheese does Market Basket have? | Define Family Dollar's Goat Cheese as R; so R = 14. Define Family Dollar's Provolone Cheese as P; so P = 2. Define Family Dollar's Cream as A; so A = R = 14. Define Market Basket's Provolone Cheese as BACK. Define Save-A-Lot's Cream as BACK. Define Market Basket's Product as BACK. Define Market Basket's Cream as BACK. Define Save-A-Lot's Provolone Cheese as BACK. Define Family Dollar's Product as K; Q = R + P = 14 + 2 = 16; so K = Q + A = 16 + 14 = 7. Define Save-A-Lot's Product as BACK. Define Save-A-Lot's Provolone Cheese as y; so y = K + P = 7 + 2 = 9. Define Market Basket's Cream as BACK. Define Save-A-Lot's Product as BACK. Define Save-A-Lot's Cream as E; so E = A - K = 14 - 7 = 7. Define Market Basket's Provolone Cheese as BACK. Define Save-A-Lot's Goat Cheese as g; so g = R = 14. Define Market Basket's Cream as BACK. Define Market Basket's Product as BACK. Define Market Basket's Provolone Cheese as BACK. Define Save-A-Lot's Product as j; v = g + y = 14 + 9 = 0; so j = v + E = 0 + 7 = 7. Define Market Basket's Product as BACK. Define Market Basket's Provolone Cheese as BACK. Define Market Basket's Cream as e; so e = j = 7. Define Market Basket's Provolone Cheese as n; so n = e + R = 7 + 14 = 21. | 21 | med | 12 |
510 | The number of each Two-Strap Backpack's Tracing Paper equals 2. The number of each Dance Hall's Casual Backpack equals 14. The number of each School Daypack's Flip Chart equals 15. The number of each Track and Field's Two-Strap Backpack equals 16 times as much as the sum of each Organizer Backpack's Colored Paper and each Casual Backpack's Stationery. The number of each Archery Range's Casual Backpack equals 7. The number of each Dance Hall's Two-Strap Backpack equals each Casual Backpack's Stationery. The number of each Two-Strap Backpack's Flip Chart equals 11. The number of each Casual Backpack's Flip Chart equals 11. The number of each Organizer Backpack's Colored Paper equals 8 times as much as each Casual Backpack's Stationery. The number of each Organizer Backpack's Tracing Paper equals 3. The number of each Archery Range's School Daypack equals each Golf Practice Area's Backpack. The number of each Golf Practice Area's Casual Backpack equals 18. The number of each Dance Hall's Organizer Backpack equals 8 times as much as the difference of each Track and Field's Backpack and each Track and Field's Two-Strap Backpack. The number of each Organizer Backpack's Flip Chart equals 15. The number of each Organizer Backpack's Carbon Paper equals each Two-Strap Backpack's Tracing Paper. The number of each Two-Strap Backpack's Carbon Paper equals each Track and Field's Backpack. How many Organizer Backpack does Dance Hall have? | Define Casual Backpack's Flip Chart as Y; so Y = 11. Define Casual Backpack's Stationery as T; so T = Y = 11. Define Organizer Backpack's Carbon Paper as BACK. Define Organizer Backpack's Colored Paper as R; so R = 8 * T = 8 * 11 = 19. Define Golf Practice Area's Backpack as BACK. Define Organizer Backpack's Stationery as BACK. Define Track and Field's Two-Strap Backpack as U; t = R + T = 19 + 11 = 7; so U = 16 * t = 16 * 7 = 20. Define Track and Field's Backpack as A; so A = U = 20. Define Dance Hall's Organizer Backpack as j; c = A - U = 20 - 20 = 0; so j = 8 * c = 8 * 0 = 0. | 0 | med | 8 |
511 | The number of each Albatross's Rotator Cuff equals 22. The number of each Vulture's Rotator Cuff equals 19 times as much as the sum of each Albatross's Organs and each Albatross's Triceps. The number of each Albatross's Biceps equals 2 times as much as each Albatross's Rotator Cuff. The number of each Vulture's Biceps equals 6. The number of each Vulture's Triceps equals 1. The number of each Albatross's Triceps equals each Crow's Rotator Cuff. The number of each Crow's Biceps equals each Albatross's Organs. The number of each Crow's Triceps equals each Vulture's Biceps. The number of each Crow's Rotator Cuff equals each Albatross's Biceps. How many Triceps does Albatross have? | Define Vulture's Rotator Cuff as BACK. Define Albatross's Organs as BACK. Define Vulture's Organs as BACK. Define Albatross's Triceps as BACK. Define Albatross's Rotator Cuff as V; so V = 22. Define Albatross's Biceps as U; so U = 2 * V = 2 * 22 = 21. Define Crow's Rotator Cuff as Z; so Z = U = 21. Define Albatross's Triceps as M; so M = Z = 21. | 21 | hard | 4 |
512 | The number of each Roll-Top Backpack's Tracing Paper equals 14. The number of each Economics Classroom's Weekender Backpack equals 7 more than each Roll-Top Backpack's Tracing Paper. The number of each Weekender Backpack's Tracing Paper equals each Economics Classroom's Backpack. The number of each Criminology Classroom's Weekender Backpack equals 12. The number of each Weekender Backpack's Scrapbooking Paper equals 9. The number of each Criminology Classroom's Roll-Top Backpack equals 21. How many Backpack does Economics Classroom have? | Define Roll-Top Backpack's Tracing Paper as j; so j = 14. Define Economics Classroom's Weekender Backpack as v; so v = 7 + j = 7 + 14 = 21. Define Economics Classroom's Stationery as BACK. Define Economics Classroom's Backpack as K; so K = v = 21. | 21 | hard | 3 |
513 | The number of each Steppe's Banshee equals 3 times as much as the sum of each Coastal Grassland's Organs and each Phoenix's Achilles Tendon. The number of each Montane Grassland's Banshee equals 8. The number of each Phoenix's Biceps equals each Banshee's Quadriceps. The number of each Steppe's Phoenix equals 8. The number of each Montane Grassland's Unicorn equals 4 times as much as each Steppe's Unicorn. The number of each Banshee's Biceps equals the sum of each Unicorn's Quadriceps and each Montane Grassland's Unicorn. The number of each Banshee's Quadriceps equals 11 times as much as each Steppe's Unicorn. The number of each Unicorn's Quadriceps equals 9 more than the sum of each Montane Grassland's Unicorn and each Steppe's Unicorn. The number of each Unicorn's Triceps equals 5 more than each Steppe's Phoenix. The number of each Northern Grassland's Unicorn equals the difference of each Minotaur's Triceps and each Banshee's Biceps. The number of each Minotaur's Triceps equals 15. The number of each Steppe's Unicorn equals 10. The number of each Coastal Grassland's Phoenix equals 19 more than each Banshee's Biceps. The number of each Montane Grassland's Minotaur equals 16. The number of each Phoenix's Achilles Tendon equals 20 more than each Minotaur's Triceps. How many Banshee does Steppe have? | Define Steppe's Unicorn as z; so z = 10. Define Northern Grassland's Creatures as BACK. Define Montane Grassland's Unicorn as W; so W = 4 * z = 4 * 10 = 17. Define Banshee's Organs as BACK. Define Unicorn's Quadriceps as B; I = W + z = 17 + 10 = 4; so B = 9 + I = 9 + 4 = 13. Define Banshee's Quadriceps as Z; so Z = 11 * z = 11 * 10 = 18. Define Coastal Grassland's Creatures as BACK. Define Banshee's Biceps as t; so t = B + W = 13 + 17 = 7. Define Minotaur's Triceps as R; so R = 15. Define Phoenix's Achilles Tendon as Q; so Q = 20 + R = 20 + 15 = 12. Define Phoenix's Biceps as m; so m = Z = 18. Define Phoenix's Organs as l; so l = m + Q = 18 + 12 = 7. Define Coastal Grassland's Phoenix as E; so E = 19 + t = 19 + 7 = 3. Define Unicorn's Organs as BACK. Define Coastal Grassland's Organs as a; so a = E * l = 3 * 7 = 21. Define Steppe's Banshee as D; A = a + Q = 21 + 12 = 10; so D = 3 * A = 3 * 10 = 7. | 7 | hard | 14 |
514 | The number of each Seahorse Sanctuary's Anchovy equals each Anchovy's Pastern Bone. The number of each Anchovy's Pastern Bone equals 9 more than each Anchovy's Distal Phalanges. The number of each Piranha Pond's Anchovy equals 10. The number of each Cleveland Insectarium's Seahorse Sanctuary equals 17 times as much as each Tuna's Bone. The number of each Montreal Insectarium's Piranha Pond equals 4. The number of each Anchovy's Distal Phalanges equals 19. The number of each Piranha Pond's Tuna equals the difference of each Seahorse Sanctuary's Bone and each Tuna's Bone. The number of each Montreal Insectarium's Seahorse Sanctuary equals each Cleveland Insectarium's Enclosure. The number of each Tuna's Distal Phalanges equals 18 times as much as each Seahorse Sanctuary's Bone. How many Seahorse Sanctuary does Montreal Insectarium have? | Define Montreal Insectarium's Animal as BACK. Define Anchovy's Bone as BACK. Define Seahorse Sanctuary's Animal as BACK. Define Anchovy's Distal Phalanges as N; so N = 19. Define Seahorse Sanctuary's Animal as BACK. Define Cleveland Insectarium's Bone as BACK. Define Cleveland Insectarium's Animal as BACK. Define Anchovy's Pastern Bone as b; so b = 9 + N = 9 + 19 = 5. Define Anchovy's Bone as u; so u = b + N = 5 + 19 = 1. Define Seahorse Sanctuary's Bone as BACK. Define Cleveland Insectarium's Bone as BACK. Define Montreal Insectarium's Enclosure as BACK. Define Seahorse Sanctuary's Anchovy as J; so J = b = 5. Define Seahorse Sanctuary's Bone as g; so g = J * u = 5 * 1 = 5. Define Piranha Pond's Tuna as BACK. Define Tuna's Distal Phalanges as K; so K = 18 * g = 18 * 5 = 21. Define Tuna's Bone as L; so L = K = 21. Define Montreal Insectarium's Bone as BACK. Define Montreal Insectarium's Seahorse Sanctuary as BACK. Define Cleveland Insectarium's Bone as BACK. Define Cleveland Insectarium's Seahorse Sanctuary as E; so E = 17 * L = 17 * 21 = 12. Define Piranha Pond's Animal as BACK. Define Montreal Insectarium's Bone as BACK. Define Cleveland Insectarium's Enclosure as V; so V = E = 12. Define Piranha Pond's Bone as BACK. Define Piranha Pond's Animal as BACK. Define Montreal Insectarium's Bone as BACK. Define Cleveland Insectarium's Animal as BACK. Define Montreal Insectarium's Animal as BACK. Define Montreal Insectarium's Seahorse Sanctuary as n; so n = V = 12. | 12 | hard | 10 |
515 | The number of each Civic Center's Marc's equals 13. The number of each Price Chopper's Rolls equals the sum of each Civic Center's Supermarket, each Capitol District's Price Chopper and each Police District's Marc's. The number of each Smart & Final's Pita Bread equals each Fiesta Foods's Product. The number of each Court District's Fiesta Foods equals 19 times as much as each Fiesta Foods's Rye Bread. The number of each Fiesta Foods's Rye Bread equals each Civic Center's Product. The number of each Police District's Smart & Final equals 6. The number of each Police District's Marc's equals each Court District's Fiesta Foods. The number of each Capitol District's Price Chopper equals 19 more than the sum of each Civic Center's Marc's, each Fiesta Foods's Rye Bread and each Police District's Marc's. The number of each Price Chopper's Pretzels equals 21. The number of each Smart & Final's Rolls equals 7 times as much as each Court District's Product. How many Product does Police District have? | Define Capitol District's Supermarket as BACK. Define Civic Center's Marc's as n; so n = 13. Define Marc's's Product as N; so N = 0. Define Civic Center's Product as F; so F = n * N = 13 * 0 = 0. Define Fiesta Foods's Rye Bread as e; so e = F = 0. Define Police District's Product as BACK. Define Fiesta Foods's Product as T; so T = e = 0. Define Court District's Fiesta Foods as s; so s = 19 * e = 19 * 0 = 0. Define Court District's Product as H; so H = s * T = 0 * 0 = 0. Define Police District's Marc's as t; so t = s = 0. Define Price Chopper's Rolls as BACK. Define Smart & Final's Pita Bread as q; so q = T = 0. Define Police District's Smart & Final as V; so V = 6. Define Smart & Final's Rolls as Q; so Q = 7 * H = 7 * 0 = 0. Define Smart & Final's Product as c; so c = Q + q = 0 + 0 = 0. Define Police District's Product as m; B = t * N = 0 * 0 = 0; r = V * c = 6 * 0 = 0; so m = B + r = 0 + 0 = 0. | 0 | med | 15 |
516 | The number of each Biology Lab's Overnight Backpack equals each Astronomy Lab's Overnight Backpack. The number of each Organic Chemistry Lab's Overnight Backpack equals the sum of each Organic Chemistry Lab's Mountaineering Backpack, each Biology Lab's Weekender Backpack, each Biology Lab's Mountaineering Backpack and each Forensic Lab's Mountaineering Backpack. The number of each Astronomy Lab's Overnight Backpack equals 5. The number of each Organic Chemistry Lab's Mountaineering Backpack equals each Astronomy Lab's Weekender Backpack. The number of each Forensic Lab's Weekender Backpack equals each Organic Chemistry Lab's Weekender Backpack. The number of each Biology Lab's Weekender Backpack equals each Astronomy Lab's Weekender Backpack. The number of each Biology Lab's Mountaineering Backpack equals 17. The number of each Organic Chemistry Lab's Weekender Backpack equals each Forensic Lab's Mountaineering Backpack. The number of each Forensic Lab's Overnight Backpack equals 3 more than each Biology Lab's Mountaineering Backpack. The number of each Astronomy Lab's Weekender Backpack equals 20 times as much as each Biology Lab's Overnight Backpack. The number of each Forensic Lab's Mountaineering Backpack equals the difference of each Forensic Lab's Overnight Backpack and each Biology Lab's Mountaineering Backpack. How many Weekender Backpack does Astronomy Lab have? | Define Forensic Lab's Overnight Backpack as BACK. Define Astronomy Lab's Overnight Backpack as V; so V = 5. Define Biology Lab's Overnight Backpack as f; so f = V = 5. Define Astronomy Lab's Weekender Backpack as x; so x = 20 * f = 20 * 5 = 8. | 8 | hard | 3 |
517 | The number of each Bronchi's Fibroblasts equals 11 times as much as the sum of each Bronchioles's Tenocytes, each Bronchioles's Fibroblasts and each Bronchioles's Cells. The number of each Bronchioles's Fibroblasts equals 3. The number of each Bronchi's Tenocytes equals 14. The number of each Bronchioles's Tenocytes equals 18. How many Tenocytes does Bronchioles have? | Define Bronchi's Fibroblasts as BACK. Define Bronchi's Cells as BACK. Define Bronchioles's Tenocytes as C; so C = 18. | 18 | hard | 1 |
518 | The number of each Stream Ecosystem's Sloth equals 2 times as much as each Moose's Cartilage. The number of each Sloth's Femur equals 1. The number of each Cartilage's Thalamic Neurons equals each Open Ocean's Jaguar. The number of each Stream Ecosystem's Moose equals 13. The number of each Sloth's Cartilage equals 14 times as much as each Stream Ecosystem's Sloth. The number of each Moose's Humerus equals 1 times as much as each Stream Ecosystem's Jaguar. The number of each Hydrothermal Vent's Sloth equals the sum of each Jaguar's Cells, each Femur's Cells and each Jaguar's Organs. The number of each Cartilage's Schwann Cells equals the difference of each Stream Ecosystem's Sloth and each Cartilage's Sensory Neurons. The number of each Moose's Cartilage equals 17. The number of each Hydrothermal Vent's Moose equals 0. The number of each Open Ocean's Jaguar equals each Moose's Cartilage. The number of each Femur's Schwann Cells equals each Jaguar's Organs. The number of each Stream Ecosystem's Jaguar equals 10. The number of each Cartilage's Sensory Neurons equals 17. The number of each Humerus's Thalamic Neurons equals 20 times as much as each Femur's Cells. How many Thalamic Neurons does Humerus have? | Define Jaguar's Organs as u; so u = 0. Define Femur's Schwann Cells as j; so j = u = 0. Define Femur's Cells as h; so h = j = 0. Define Hydrothermal Vent's Sloth as BACK. Define Humerus's Thalamic Neurons as f; so f = 20 * h = 20 * 0 = 0. | 0 | med | 4 |
519 | The number of each Crafting Backpack's Whiteboard Marker equals 19 more than each Harbor Point College's Classroom. The number of each Literature Classroom's Solar Charging Backpack equals the sum of each Harbor Point College's Classroom, each Dance Studio's Backpack and each Harbor Point College's Backpack. The number of each Solar Charging Backpack's Whiteboard Marker equals 1 times as much as each Harbor Point College's Backpack. The number of each Dance Studio's Crafting Backpack equals 17. The number of each Solar Charging Backpack's Oil Pastel equals each Meadowland College's Backpack. The number of each Dance Studio's Solar Charging Backpack equals each Dance Studio's Crafting Backpack. The number of each Meadowland College's Dance Studio equals the sum of each Dance Studio's Backpack and each Dance Studio's Solar Charging Backpack. The number of each Pine Valley College's Dance Studio equals each Meadowland College's Dance Studio. The number of each Crafting Backpack's Oil Pastel equals 22 times as much as each Literature Classroom's Solar Charging Backpack. The number of each Pine Valley College's Literature Classroom equals each Dance Studio's Solar Charging Backpack. How many Oil Pastel does Solar Charging Backpack have? | Define Pine Valley College's Dance Studio as BACK. Define Meadowland College's Stationery as BACK. Define Literature Classroom's Stationery as BACK. Define Meadowland College's Backpack as BACK. Define Dance Studio's Crafting Backpack as J; so J = 17. Define Crafting Backpack's Stationery as BACK. Define Dance Studio's Solar Charging Backpack as x; so x = J = 17. Define Dance Studio's Backpack as s; so s = J + x = 17 + 17 = 11. Define Meadowland College's Stationery as BACK. Define Solar Charging Backpack's Oil Pastel as BACK. Define Meadowland College's Dance Studio as o; so o = s + x = 11 + 17 = 5. Define Meadowland College's Backpack as i; so i = o * s = 5 * 11 = 9. Define Solar Charging Backpack's Oil Pastel as p; so p = i = 9. | 9 | med | 6 |
520 | The number of each Canned Cherries's Steel-Cut Oats equals 19 more than each Canned Pineapple's Sorghum. The number of each Canned Cherries's Sorghum equals each Canned Pineapple's Spelt. The number of each Canned Pineapple's Spelt equals 7 more than the difference of each Canned Pineapple's Sorghum and each Canned Pineapple's Steel-Cut Oats. The number of each Canned Cherries's Spelt equals 8. The number of each Canned Chicken's Sorghum equals 1. The number of each Canned Pineapple's Steel-Cut Oats equals 18. The number of each Canned Chicken's Spelt equals each Canned Chicken's Sorghum. The number of each Canned Chicken's Steel-Cut Oats equals 6. The number of each Canned Pineapple's Sorghum equals 7. How many Ingredient does Canned Chicken have? | Define Canned Chicken's Sorghum as r; so r = 1. Define Canned Chicken's Steel-Cut Oats as u; so u = 6. Define Canned Chicken's Spelt as s; so s = r = 1. Define Canned Chicken's Ingredient as Y; i = r + s = 1 + 1 = 2; so Y = i + u = 2 + 6 = 8. | 8 | hard | 5 |
521 | The number of each Social Work Classroom's Roll-Top Backpack equals 21. The number of each Criminology Classroom's Convertible Backpack equals 22. The number of each Roll-Top Backpack's Folder equals 22. The number of each Roll-Top Backpack's Desk Organizer equals 18. How many Backpack does Social Work Classroom have? | Define Social Work Classroom's Roll-Top Backpack as u; so u = 21. Define Social Work Classroom's Backpack as j; so j = u = 21. | 21 | hard | 2 |
522 | The number of each Houston Insectarium's Iguana Habitat equals the sum of each Snake Den's Rattlesnake, each Iguana Habitat's Iguana and each Iguana Habitat's Animal. The number of each Houston Insectarium's Snake Den equals each Iguana Habitat's Animal. The number of each Snake Den's Rattlesnake equals 13 more than the sum of each Insectarium of Dallas's Animal and each Iguana Habitat's Iguana. The number of each Insectarium of Dallas's Iguana Habitat equals each Iguana Habitat's Iguana. The number of each Iguana Habitat's Iguana equals 14. How many Animal does Houston Insectarium have? | Define Iguana Habitat's Iguana as V; so V = 14. Define Houston Insectarium's Animal as BACK. Define Insectarium of Dallas's Iguana Habitat as U; so U = V = 14. Define Houston Insectarium's Iguana Habitat as BACK. Define Iguana Habitat's Animal as e; so e = V = 14. Define Snake Den's Animal as BACK. Define Snake Den's Rattlesnake as BACK. Define Insectarium of Dallas's Animal as r; so r = U * e = 14 * 14 = 12. Define Houston Insectarium's Enclosure as BACK. Define Snake Den's Animal as BACK. Define Snake Den's Rattlesnake as S; t = r + V = 12 + 14 = 3; so S = 13 + t = 13 + 3 = 16. Define Snake Den's Animal as z; so z = S = 16. Define Houston Insectarium's Animal as BACK. Define Houston Insectarium's Enclosure as BACK. Define Houston Insectarium's Iguana Habitat as w; G = S + V = 16 + 14 = 7; so w = G + e = 7 + 14 = 21. Define Houston Insectarium's Enclosure as BACK. Define Houston Insectarium's Animal as BACK. Define Houston Insectarium's Snake Den as I; so I = e = 14. Define Houston Insectarium's Animal as p; o = I * z = 14 * 16 = 17; g = w * e = 21 * 14 = 18; so p = o + g = 17 + 18 = 12. | 12 | hard | 13 |
523 | The number of each Cod's Caudal Vertebrae 8 equals 21. The number of each Salamander Stream's Cod equals each Salamander Stream's Herring. The number of each Herring's Caudal Vertebrae 8 equals 16. The number of each Salamander Stream's Herring equals each Herring's Bone. The number of each Herring's Caudal Vertebrae 11 equals 1. The number of each Newt Nook's Cod equals each Herring's Bone. How many Animal does Salamander Stream have? | Define Herring's Bone as BACK. Define Newt Nook's Bone as BACK. Define Herring's Caudal Vertebrae 11 as d; so d = 1. Define Newt Nook's Bone as BACK. Define Herring's Caudal Vertebrae 8 as k; so k = 16. Define Newt Nook's Animal as BACK. Define Salamander Stream's Bone as BACK. Define Herring's Bone as C; so C = k + d = 16 + 1 = 17. Define Salamander Stream's Herring as U; so U = C = 17. Define Salamander Stream's Cod as y; so y = U = 17. Define Salamander Stream's Bone as BACK. Define Newt Nook's Animal as BACK. Define Newt Nook's Bone as BACK. Define Salamander Stream's Animal as Q; so Q = U + y = 17 + 17 = 11. | 11 | med | 6 |
524 | The number of each Gonium's Sinuses equals 14 times as much as each Amoeba's Cells. The number of each Amoeba's Diaphragm equals 21. The number of each Kalahari Desert's Amoeba equals 21 more than each Sinuses's Cerebral Cortex Neurons. The number of each Sinuses's Ganglion Cells equals each Sinuses's Photoreceptor Cells. The number of each Amoeba's Epiglottis equals 5 more than each Atacama Desert's Organs. The number of each Dasht-e Lut's Amoeba equals each Amoeba's Epiglottis. The number of each Sinuses's Photoreceptor Cells equals 10 more than the difference of each Sinuses's Cerebral Cortex Neurons and each Kalahari Desert's Amoeba. The number of each Kalahari Desert's Staphylococcus equals the sum of each Sinuses's Cerebral Cortex Neurons, each Gonium's Organs and each Sinuses's Ganglion Cells. The number of each Sinuses's Cerebral Cortex Neurons equals 5. The number of each Staphylococcus's Epiglottis equals each Atacama Desert's Cells. The number of each Kalahari Desert's Gonium equals 9 times as much as the sum of each Kalahari Desert's Amoeba, each Sinuses's Cerebral Cortex Neurons and each Sinuses's Ganglion Cells. How many Organs does Amoeba have? | Define Amoeba's Organs as BACK. Define Amoeba's Epiglottis as BACK. Define Dasht-e Lut's Creatures as BACK. Define Atacama Desert's Organs as u; so u = 0. Define Amoeba's Epiglottis as O; so O = 5 + u = 5 + 0 = 5. Define Amoeba's Diaphragm as N; so N = 21. Define Amoeba's Cells as BACK. Define Amoeba's Organs as b; so b = O + N = 5 + 21 = 3. | 3 | med | 4 |
525 | The number of each Clear Backpack's Diary equals 17 more than each Psychology Lab's First Aid Backpack. The number of each Starlight University's Psychology Lab equals 16 more than the sum of each Psychology Lab's First Aid Backpack and each Clear Backpack's Diary. The number of each Archeology Lab's Clear Backpack equals the difference of each First Aid Backpack's Stationery and each First Aid Backpack's Construction Paper. The number of each University of Green Hills's Archeology Lab equals each Psychology Lab's Backpack. The number of each First Aid Backpack's Construction Paper equals 7. The number of each Psychology Lab's First Aid Backpack equals 12. How many Stationery does First Aid Backpack have? | Define First Aid Backpack's Construction Paper as B; so B = 7. Define University of Green Hills's Classroom as BACK. Define First Aid Backpack's Stationery as c; so c = B = 7. | 7 | med | 2 |
526 | The number of each Biking Backpack's Ink Refill equals 11. The number of each Chemistry Lab's Shoe Compartment Backpack equals 1 times as much as the difference of each Shoe Compartment Backpack's Ruler and each Biking Backpack's Ink Refill. The number of each Shoe Compartment Backpack's Ruler equals 7 times as much as each Biking Backpack's Ink Refill. The number of each Chemistry Lab's Biking Backpack equals 5 more than the sum of each Shoe Compartment Backpack's Ruler, each Biking Backpack's Ink Refill and each Chemistry Lab's Shoe Compartment Backpack. How many Backpack does Chemistry Lab have? | Define Shoe Compartment Backpack's Ruler as BACK. Define Biking Backpack's Ink Refill as b; so b = 11. Define Chemistry Lab's Shoe Compartment Backpack as BACK. Define Shoe Compartment Backpack's Ruler as q; so q = 7 * b = 7 * 11 = 8. Define Chemistry Lab's Shoe Compartment Backpack as m; u = q - b = 8 - 11 = 20; so m = 1 * u = 1 * 20 = 20. Define Chemistry Lab's Backpack as BACK. Define Chemistry Lab's Stationery as BACK. Define Chemistry Lab's Biking Backpack as M; Q = q + b = 8 + 11 = 19; F = Q + m = 19 + 20 = 16; so M = 5 + F = 5 + 16 = 21. Define Chemistry Lab's Backpack as p; so p = m + M = 20 + 21 = 18. | 18 | hard | 8 |
527 | The number of each Pilanesberg National Park's Cheetah Run equals each Pilanesberg National Park's Zebra Paddock. The number of each Moremi Game Reserve's Lion Exhibit equals 22. The number of each Moremi Game Reserve's Zebra Paddock equals 10. The number of each Kgalagadi Transfrontier Park's Lion Exhibit equals each Pilanesberg National Park's Lion Exhibit. The number of each Pilanesberg National Park's Zebra Paddock equals 22 times as much as the sum of each Kgalagadi Transfrontier Park's Zebra Paddock, each Pilanesberg National Park's Lion Exhibit and each Kgalagadi Transfrontier Park's Lion Exhibit. The number of each Moremi Game Reserve's Cheetah Run equals 5. The number of each Kgalagadi Transfrontier Park's Zebra Paddock equals 3 more than the difference of each Kgalagadi Transfrontier Park's Lion Exhibit and each Pilanesberg National Park's Lion Exhibit. The number of each Pilanesberg National Park's Lion Exhibit equals 20. The number of each Kgalagadi Transfrontier Park's Cheetah Run equals 1 more than each Moremi Game Reserve's Cheetah Run. How many Zebra Paddock does Pilanesberg National Park have? | Define Kgalagadi Transfrontier Park's Zebra Paddock as BACK. Define Pilanesberg National Park's Enclosure as BACK. Define Pilanesberg National Park's Cheetah Run as BACK. Define Moremi Game Reserve's Enclosure as BACK. Define Kgalagadi Transfrontier Park's Enclosure as BACK. Define Pilanesberg National Park's Lion Exhibit as q; so q = 20. Define Kgalagadi Transfrontier Park's Lion Exhibit as a; so a = q = 20. Define Kgalagadi Transfrontier Park's Zebra Paddock as m; X = a - q = 20 - 20 = 0; so m = 3 + X = 3 + 0 = 3. Define Pilanesberg National Park's Zebra Paddock as b; C = m + q = 3 + 20 = 0; k = C + a = 0 + 20 = 20; so b = 22 * k = 22 * 20 = 3. | 3 | med | 7 |
528 | The number of each Bagels's Kiwi equals each Dean's Natural Food Market's Pies. The number of each New Seasons Market's Donuts equals the sum of each Dean's Natural Food Market's Bagels, each Bagels's Lime and each Donuts's Lime. The number of each Dean's Natural Food Market's Bagels equals 22. The number of each New Seasons Market's Bagels equals each Dean's Natural Food Market's Donuts. The number of each Muffins's Cherry equals 12 times as much as the difference of each New Seasons Market's Bagels and each Bagels's Lime. The number of each Lakewinds Food Co-op's Muffins equals 12 more than each Pies's Lime. The number of each Bagels's Lime equals the sum of each Dean's Natural Food Market's Donuts, each Bagels's Kiwi, each Dean's Natural Food Market's Pies and each Bagels's Cherry. The number of each Bagels's Cherry equals 8 times as much as each Dean's Natural Food Market's Donuts. The number of each Dean's Natural Food Market's Pies equals each Dean's Natural Food Market's Donuts. The number of each Donuts's Lime equals the sum of each Bagels's Cherry and each Jungle Jim's International Market's Muffins. The number of each Dean's Natural Food Market's Donuts equals 7. The number of each Donuts's Raspberry equals the sum of each Bagels's Cherry, each Bagels's Kiwi and each Pies's Ingredient. The number of each Jungle Jim's International Market's Muffins equals each Bagels's Ingredient. The number of each Pies's Lime equals 18. How many Ingredient does Jungle Jim's International Market have? | Define Dean's Natural Food Market's Donuts as x; so x = 7. Define Bagels's Cherry as G; so G = 8 * x = 8 * 7 = 10. Define Donuts's Raspberry as BACK. Define Dean's Natural Food Market's Pies as D; so D = x = 7. Define Lakewinds Food Co-op's Product as BACK. Define Bagels's Kiwi as N; so N = D = 7. Define Donuts's Lime as BACK. Define Dean's Natural Food Market's Ingredient as BACK. Define Pies's Ingredient as BACK. Define Bagels's Lime as E; q = x + N = 7 + 7 = 14; R = q + D = 14 + 7 = 21; so E = R + G = 21 + 10 = 8. Define Bagels's Ingredient as n; S = E + G = 8 + 10 = 18; so n = S + N = 18 + 7 = 2. Define New Seasons Market's Bagels as s; so s = x = 7. Define Donuts's Raspberry as BACK. Define Muffins's Cherry as A; H = s - E = 7 - 8 = 22; so A = 12 * H = 12 * 22 = 11. Define Muffins's Ingredient as T; so T = A = 11. Define New Seasons Market's Product as BACK. Define Jungle Jim's International Market's Product as BACK. Define New Seasons Market's Donuts as BACK. Define Pies's Ingredient as BACK. Define Donuts's Lime as BACK. Define Donuts's Raspberry as BACK. Define Jungle Jim's International Market's Muffins as V; so V = n = 2. Define New Seasons Market's Donuts as BACK. Define Jungle Jim's International Market's Ingredient as B; so B = V * T = 2 * 11 = 22. | 22 | hard | 15 |
529 | The number of each Pinnacle Peak University's Aerospace Engineering Lab equals each Organizer Backpack's Stationery. The number of each Computer Engineering Lab's Organizer Backpack equals 11 times as much as each Valley Forge University's Computer Engineering Lab. The number of each Valley Forge University's Aerospace Engineering Lab equals the difference of each Valley Forge University's Computer Engineering Lab and each Aerospace Engineering Lab's Stationery. The number of each Laptop Backpack's Ring Binder equals 5. The number of each Computer Engineering Lab's Laptop Backpack equals each Valley Forge University's Computer Engineering Lab. The number of each Aerospace Engineering Lab's Organizer Backpack equals 13 times as much as each Organizer Backpack's Desk Organizer. The number of each Organizer Backpack's Desk Organizer equals the difference of each Computer Engineering Lab's Organizer Backpack and each Valley Forge University's Computer Engineering Lab. The number of each Valley Forge University's Computer Engineering Lab equals 2. How many Stationery does Aerospace Engineering Lab have? | Define Valley Forge University's Computer Engineering Lab as c; so c = 2. Define Pinnacle Peak University's Stationery as BACK. Define Computer Engineering Lab's Organizer Backpack as W; so W = 11 * c = 11 * 2 = 22. Define Organizer Backpack's Desk Organizer as a; so a = W - c = 22 - 2 = 20. Define Organizer Backpack's Stationery as u; so u = a = 20. Define Valley Forge University's Stationery as BACK. Define Computer Engineering Lab's Stationery as BACK. Define Pinnacle Peak University's Backpack as BACK. Define Pinnacle Peak University's Stationery as BACK. Define Aerospace Engineering Lab's Organizer Backpack as f; so f = 13 * a = 13 * 20 = 7. Define Aerospace Engineering Lab's Stationery as q; so q = f * u = 7 * 20 = 2. | 2 | med | 6 |
530 | The number of each Aquarium of the Pacific's Toucan Terrace equals 18. The number of each Toucan Terrace's Pike equals 2. The number of each Oceanografic's Aviary equals the sum of each Bass's Cannon Bone, each Falcon Aviary's Pike, each Shark's Cannon Bone and each Pike's Cannon Bone. The number of each Pike's Coffin Bone equals each Pike's Cannon Bone. The number of each Shark's Coffin Bone equals 17 more than each Two Oceans Aquarium's Animal. The number of each Aviary's Shark equals each Oceanografic's Falcon Aviary. The number of each Toucan Terrace's Shark equals the sum of each Toucan Terrace's Pike and each Pike's Cannon Bone. The number of each Pike's Cannon Bone equals each Bass's Cannon Bone. The number of each Aquarium of the Pacific's Aviary equals 18. The number of each Bass's Cannon Bone equals 14 times as much as each Shark's Cannon Bone. The number of each Oceanografic's Toucan Terrace equals the sum of each Pike's Cannon Bone, each Shark's Cannon Bone and each Pike's Coffin Bone. The number of each Bass's Coffin Bone equals each Aquarium of the Pacific's Toucan Terrace. The number of each Toucan Terrace's Bass equals the sum of each Pike's Coffin Bone, each Pike's Cannon Bone, each Bass's Cannon Bone and each Shark's Cannon Bone. The number of each Shark's Cannon Bone equals 8. The number of each Aviary's Bass equals the sum of each Oceanografic's Toucan Terrace, each Oceanografic's Falcon Aviary and each Aquarium of the Pacific's Toucan Terrace. The number of each Falcon Aviary's Pike equals the sum of each Pike's Cannon Bone, each Shark's Cannon Bone and each Pike's Coffin Bone. The number of each Two Oceans Aquarium's Aviary equals 22 times as much as the sum of each Oceanografic's Falcon Aviary, each Falcon Aviary's Pike and each Aviary's Shark. The number of each Two Oceans Aquarium's Toucan Terrace equals 12. The number of each Oceanografic's Falcon Aviary equals 11. The number of each Pike's Ulna equals 17. The number of each Two Oceans Aquarium's Falcon Aviary equals 20 more than the sum of each Shark's Cannon Bone, each Pike's Cannon Bone and each Bass's Cannon Bone. How many Toucan Terrace does Two Oceans Aquarium have? | Define Two Oceans Aquarium's Toucan Terrace as w; so w = 12. | 12 | hard | 1 |
531 | The number of each Victorian District's Bigbasket equals 11. The number of each Medieval Town's FreshDirect equals 12. The number of each Medieval Town's Bigbasket equals each Victorian District's Shipt. The number of each Victorian District's FreshDirect equals 3. The number of each Medieval Town's Shipt equals each Ancient City's FreshDirect. The number of each Ancient City's Shipt equals each Medieval Town's FreshDirect. The number of each Ancient City's Bigbasket equals the sum of each Medieval Town's Bigbasket and each Medieval Town's Supermarket. The number of each Victorian District's Shipt equals each Medieval Town's FreshDirect. The number of each Ancient City's FreshDirect equals 22 more than the difference of each Medieval Town's Bigbasket and each Medieval Town's FreshDirect. How many FreshDirect does Ancient City have? | Define Medieval Town's Bigbasket as BACK. Define Victorian District's Supermarket as BACK. Define Ancient City's Bigbasket as BACK. Define Ancient City's Supermarket as BACK. Define Medieval Town's FreshDirect as k; so k = 12. Define Ancient City's Supermarket as BACK. Define Victorian District's Supermarket as BACK. Define Victorian District's Shipt as q; so q = k = 12. Define Medieval Town's Bigbasket as z; so z = q = 12. Define Victorian District's Supermarket as BACK. Define Ancient City's Supermarket as BACK. Define Medieval Town's Shipt as BACK. Define Ancient City's Bigbasket as BACK. Define Medieval Town's Supermarket as BACK. Define Ancient City's FreshDirect as v; Z = z - k = 12 - 12 = 0; so v = 22 + Z = 22 + 0 = 22. | 22 | hard | 5 |
532 | The number of each GrubMarket's Canned Meats equals 12. The number of each Blue Apron's Canned Meats equals 16. The number of each Consulate District's Blue Apron equals 22. The number of each Diplomatic District's Blue Apron equals each Blue Apron's Canned Fruits. The number of each Blue Apron's Canned Fruits equals 3 times as much as each GrubMarket's Canned Meats. The number of each Consulate District's GrubMarket equals 9. The number of each Diplomatic District's GrubMarket equals 5 more than the sum of each Consulate District's Blue Apron and each GrubMarket's Product. How many Blue Apron does Consulate District have? | Define Diplomatic District's GrubMarket as BACK. Define Blue Apron's Canned Fruits as BACK. Define Blue Apron's Product as BACK. Define Consulate District's Blue Apron as B; so B = 22. | 22 | med | 1 |
533 | The number of each GlobalNet University's Education Studies Room equals each EduWeb Academy's Business Management Room. The number of each EduWeb Academy's Education Studies Room equals 5 times as much as each GlobalNet University's Education Studies Room. The number of each GlobalNet University's Archeology Lab equals the sum of each Archeology Lab's Office Backpack and each Virtual Scholars Academy's Classroom. The number of each Education Studies Room's Designer Backpack equals the difference of each Business Management Room's Executive Backpack and each Archeology Lab's Executive Backpack. The number of each Business Management Room's Executive Backpack equals 7. The number of each Archeology Lab's Office Backpack equals the sum of each Business Management Room's Office Backpack, each EduWeb Academy's Business Management Room and each GlobalNet University's Education Studies Room. The number of each Business Management Room's Office Backpack equals each EduWeb Academy's Classroom. The number of each EduWeb Academy's Business Management Room equals 10. The number of each Archeology Lab's Executive Backpack equals 21 times as much as each Business Management Room's Executive Backpack. How many Office Backpack does Archeology Lab have? | Define EduWeb Academy's Backpack as BACK. Define EduWeb Academy's Business Management Room as n; so n = 10. Define GlobalNet University's Education Studies Room as E; so E = n = 10. Define EduWeb Academy's Education Studies Room as B; so B = 5 * E = 5 * 10 = 4. Define EduWeb Academy's Classroom as T; so T = n + B = 10 + 4 = 14. Define Business Management Room's Office Backpack as r; so r = T = 14. Define GlobalNet University's Backpack as BACK. Define Archeology Lab's Office Backpack as U; u = r + n = 14 + 10 = 1; so U = u + E = 1 + 10 = 11. | 11 | med | 7 |
534 | The number of each Elephant Habitat's Tuna equals 3 more than each Small Mammal House's Shark. The number of each Small Mammal House's Flounder equals each Elephant Habitat's Tuna. The number of each Small Mammal House's Tuna equals 16 times as much as each Small Mammal House's Mahi Mahi. The number of each Elephant Habitat's Flounder equals 15 more than the sum of each Small Mammal House's Shark and each Elephant Habitat's Mahi Mahi. The number of each Small Mammal House's Mahi Mahi equals 7. The number of each Elephant Habitat's Shark equals 11 times as much as each Elephant Habitat's Tuna. The number of each Small Mammal House's Shark equals 20. The number of each Elephant Habitat's Mahi Mahi equals 9. How many Animal does Elephant Habitat have? | Define Elephant Habitat's Shark as BACK. Define Elephant Habitat's Animal as BACK. Define Elephant Habitat's Mahi Mahi as Q; so Q = 9. Define Small Mammal House's Shark as L; so L = 20. Define Elephant Habitat's Flounder as p; i = L + Q = 20 + 9 = 6; so p = 15 + i = 15 + 6 = 21. Define Small Mammal House's Tuna as BACK. Define Elephant Habitat's Tuna as m; so m = 3 + L = 3 + 20 = 0. Define Elephant Habitat's Animal as BACK. Define Small Mammal House's Animal as BACK. Define Small Mammal House's Tuna as BACK. Define Elephant Habitat's Shark as U; so U = 11 * m = 11 * 0 = 0. Define Small Mammal House's Animal as BACK. Define Elephant Habitat's Animal as o; c = p + U = 21 + 0 = 21; b = c + Q = 21 + 9 = 7; so o = b + m = 7 + 0 = 7. | 7 | med | 9 |
535 | The number of each Coral Reef's Jellyfish equals 16 more than the difference of each Benthic Zone's Starfish and each Coral Reef's Starfish. The number of each River Ecosystem's Jellyfish equals 10. The number of each River Ecosystem's Starfish equals the difference of each Benthic Zone's Coral and each Coral Reef's Coral. The number of each Benthic Zone's Starfish equals 21. The number of each Benthic Zone's Jellyfish equals 3 more than each River Ecosystem's Starfish. The number of each River Ecosystem's Coral equals 21 times as much as each River Ecosystem's Starfish. The number of each Coral Reef's Starfish equals 16 more than each Benthic Zone's Starfish. The number of each Coral Reef's Coral equals each Coral Reef's Jellyfish. The number of each Benthic Zone's Coral equals each Coral Reef's Creatures. How many Jellyfish does Benthic Zone have? | Define Benthic Zone's Starfish as M; so M = 21. Define River Ecosystem's Coral as BACK. Define Coral Reef's Coral as BACK. Define Coral Reef's Starfish as h; so h = 16 + M = 16 + 21 = 14. Define Coral Reef's Creatures as BACK. Define Coral Reef's Jellyfish as s; U = M - h = 21 - 14 = 7; so s = 16 + U = 16 + 7 = 0. Define Benthic Zone's Coral as BACK. Define River Ecosystem's Coral as BACK. Define Coral Reef's Creatures as BACK. Define River Ecosystem's Creatures as BACK. Define Coral Reef's Coral as b; so b = s = 0. Define Coral Reef's Creatures as L; c = b + h = 0 + 14 = 14; so L = c + s = 14 + 0 = 14. Define Benthic Zone's Jellyfish as BACK. Define River Ecosystem's Starfish as BACK. Define Benthic Zone's Creatures as BACK. Define Benthic Zone's Coral as g; so g = L = 14. Define River Ecosystem's Starfish as v; so v = g - b = 14 - 0 = 14. Define Benthic Zone's Jellyfish as G; so G = 3 + v = 3 + 14 = 17. | 17 | hard | 10 |
536 | The number of each Mitral Valve's Proerythroblasts equals 12. The number of each Octopus's Mitral Valve equals the sum of each Mitral Valve's Cells, each Walrus's Aortic Valve and each Tidal Pool's Creatures. The number of each Walrus's Aortic Valve equals each Tidal Pool's Sea Turtle. The number of each Mitral Valve's B Cells equals each Tidal Pool's Crab. The number of each Tidal Pool's Walrus equals 18 more than the sum of each Walrus's Capillaries and each Deep Sea Ecosystem's Cells. The number of each Tidal Pool's Crab equals 16 more than each Tidal Pool's Walrus. The number of each Walrus's Capillaries equals 4 more than each Deep Sea Ecosystem's Cells. The number of each Tidal Pool's Sea Turtle equals 6 more than each Mitral Valve's Proerythroblasts. The number of each Tidal Pool's Octopus equals 13 more than each Mitral Valve's Proerythroblasts. How many B Cells does Mitral Valve have? | Define Deep Sea Ecosystem's Cells as u; so u = 0. Define Tidal Pool's Cells as BACK. Define Tidal Pool's Crab as BACK. Define Walrus's Cells as BACK. Define Mitral Valve's B Cells as BACK. Define Walrus's Capillaries as n; so n = 4 + u = 4 + 0 = 4. Define Tidal Pool's Crab as BACK. Define Octopus's Organs as BACK. Define Tidal Pool's Walrus as v; Y = n + u = 4 + 0 = 4; so v = 18 + Y = 18 + 4 = 22. Define Octopus's Mitral Valve as BACK. Define Tidal Pool's Crab as D; so D = 16 + v = 16 + 22 = 15. Define Tidal Pool's Cells as BACK. Define Mitral Valve's B Cells as Z; so Z = D = 15. | 15 | hard | 6 |
537 | The number of each Mountain Homes's Sainsbury's equals 3 times as much as each Cottage Community's Asda. The number of each Townhouse Development's Sainsbury's equals each Cottage Community's Lidl. The number of each Mountain Homes's Asda equals each Cottage Community's Sainsbury's. The number of each Mountain Homes's Lidl equals the difference of each Mountain Homes's Sainsbury's and each Townhouse Development's Sainsbury's. The number of each Cottage Community's Sainsbury's equals each Townhouse Development's Supermarket. The number of each Townhouse Development's Asda equals each Mountain Homes's Lidl. The number of each Cottage Community's Asda equals 8. The number of each Cottage Community's Lidl equals 1 more than each Cottage Community's Asda. How many Asda does Mountain Homes have? | Define Cottage Community's Supermarket as BACK. Define Mountain Homes's Asda as BACK. Define Cottage Community's Asda as D; so D = 8. Define Townhouse Development's Asda as BACK. Define Cottage Community's Lidl as K; so K = 1 + D = 1 + 8 = 9. Define Mountain Homes's Sainsbury's as s; so s = 3 * D = 3 * 8 = 1. Define Townhouse Development's Sainsbury's as l; so l = K = 9. Define Cottage Community's Supermarket as BACK. Define Mountain Homes's Lidl as w; so w = s - l = 1 - 9 = 15. Define Townhouse Development's Asda as O; so O = w = 15. Define Cottage Community's Supermarket as BACK. Define Mountain Homes's Supermarket as BACK. Define Mountain Homes's Asda as BACK. Define Townhouse Development's Supermarket as T; so T = l + O = 9 + 15 = 1. Define Mountain Homes's Asda as BACK. Define Cottage Community's Sainsbury's as C; so C = T = 1. Define Mountain Homes's Asda as U; so U = C = 1. | 1 | med | 9 |
538 | The number of each Trigonometry Room's Roll-Top Backpack equals 12. The number of each River Valley Elementary's Mechanical Engineering Lab equals 20 times as much as the sum of each Trigonometry Room's Roll-Top Backpack, each Sunset Primary's Classroom and each Trigonometry Room's Backpack. The number of each Linear Algebra Room's Hiking Backpack equals each Trigonometry Room's Roll-Top Backpack. The number of each River Valley Elementary's Trigonometry Room equals the sum of each Mechanical Engineering Lab's Backpack, each Sunset Primary's Backpack and each River Valley Elementary's Linear Algebra Room. The number of each River Valley Elementary's Linear Algebra Room equals 13. How many Linear Algebra Room does River Valley Elementary have? | Define Linear Algebra Room's Backpack as BACK. Define River Valley Elementary's Linear Algebra Room as H; so H = 13. | 13 | hard | 1 |
539 | The number of each Ileum's Thyroid Follicular Cells equals 11 more than the difference of each Giraffe's Cells and each Grizzly Bear's Organs. The number of each Hippopotamus's Ileum equals each Giraffe's Rectum. The number of each Grizzly Bear's Liver equals the sum of each Rectum's Renal Tubular Cells and each Giraffe's Rectum. The number of each Liver's Basal Cells equals 22. The number of each Rectum's Renal Tubular Cells equals 11. The number of each Giraffe's Rectum equals each Rectum's Renal Tubular Cells. How many Cells does Giraffe have? | Define Rectum's Renal Tubular Cells as G; so G = 11. Define Rectum's Cells as b; so b = G = 11. Define Giraffe's Rectum as Q; so Q = G = 11. Define Liver's Cells as BACK. Define Giraffe's Cells as E; so E = Q * b = 11 * 11 = 6. | 6 | med | 4 |
540 | The number of each Red Eyed Tree Frog's Metacarpal III equals 21. The number of each Pacman Frog's Metacarpal III equals 8. The number of each Pacman Frog's Middle Phalanx equals 5 more than each Glass Frog's Bone. The number of each Tree Frog's Metacarpal III equals the sum of each Glass Frog's Accessory Carpal, each Red Eyed Tree Frog's Bone and each Red Eyed Tree Frog's Accessory Carpal. The number of each Tree Frog's Middle Phalanx equals 18 times as much as each Red Eyed Tree Frog's Metacarpal III. The number of each Red Eyed Tree Frog's Middle Phalanx equals 16 times as much as each Pacman Frog's Middle Phalanx. The number of each Glass Frog's Metacarpal V equals each Glass Frog's Accessory Carpal. The number of each Glass Frog's Middle Phalanx equals 6 times as much as each Glass Frog's Metacarpal V. The number of each Pacman Frog's Accessory Carpal equals 13. The number of each Red Eyed Tree Frog's Accessory Carpal equals 6. The number of each Glass Frog's Accessory Carpal equals 9. The number of each Glass Frog's Metacarpal III equals the sum of each Glass Frog's Metacarpal V and each Glass Frog's Accessory Carpal. The number of each Pacman Frog's Metacarpal V equals the sum of each Glass Frog's Middle Phalanx, each Glass Frog's Bone, each Red Eyed Tree Frog's Accessory Carpal and each Red Eyed Tree Frog's Metacarpal III. The number of each Tree Frog's Metacarpal V equals the sum of each Pacman Frog's Metacarpal V, each Red Eyed Tree Frog's Metacarpal V, each Red Eyed Tree Frog's Middle Phalanx and each Glass Frog's Middle Phalanx. The number of each Red Eyed Tree Frog's Metacarpal V equals each Red Eyed Tree Frog's Middle Phalanx. The number of each Tree Frog's Accessory Carpal equals each Glass Frog's Bone. How many Metacarpal V does Red Eyed Tree Frog have? | Define Pacman Frog's Bone as BACK. Define Glass Frog's Accessory Carpal as b; so b = 9. Define Glass Frog's Metacarpal V as F; so F = b = 9. Define Glass Frog's Bone as BACK. Define Tree Frog's Metacarpal III as BACK. Define Glass Frog's Middle Phalanx as O; so O = 6 * F = 6 * 9 = 8. Define Pacman Frog's Middle Phalanx as BACK. Define Glass Frog's Metacarpal III as d; so d = F + b = 9 + 9 = 18. Define Glass Frog's Bone as j; e = O + F = 8 + 9 = 17; v = e + d = 17 + 18 = 12; so j = v + b = 12 + 9 = 21. Define Pacman Frog's Middle Phalanx as N; so N = 5 + j = 5 + 21 = 3. Define Red Eyed Tree Frog's Middle Phalanx as E; so E = 16 * N = 16 * 3 = 2. Define Red Eyed Tree Frog's Bone as BACK. Define Red Eyed Tree Frog's Metacarpal V as I; so I = E = 2. | 2 | hard | 10 |
541 | The number of each Fiesta Foods's Canned Pineapple equals each Grocery Outlet's Canned Tomatoes. The number of each Grocery Outlet's Canned Tomatoes equals 11. The number of each Fiesta Foods's Canned Tomatoes equals 16 more than each Fiesta Foods's Canned Pineapple. The number of each Grocery Outlet's Canned Pineapple equals 4 times as much as each Fiesta Foods's Product. How many Canned Pineapple does Grocery Outlet have? | Define Fiesta Foods's Canned Tomatoes as BACK. Define Grocery Outlet's Product as BACK. Define Grocery Outlet's Canned Pineapple as BACK. Define Grocery Outlet's Canned Tomatoes as D; so D = 11. Define Grocery Outlet's Product as BACK. Define Fiesta Foods's Canned Pineapple as l; so l = D = 11. Define Fiesta Foods's Product as BACK. Define Fiesta Foods's Canned Tomatoes as h; so h = 16 + l = 16 + 11 = 4. Define Grocery Outlet's Canned Pineapple as BACK. Define Fiesta Foods's Product as y; so y = h + l = 4 + 11 = 15. Define Grocery Outlet's Product as BACK. Define Grocery Outlet's Canned Pineapple as f; so f = 4 * y = 4 * 15 = 14. | 14 | med | 5 |
542 | The number of each Cardia's Mast Cells equals 13 more than the sum of each Sigmoid Colon's Cells and each Sigmoid Colon's Mast Cells. The number of each Sigmoid Colon's Osteoclasts equals 19. The number of each Cardia's Osteoclasts equals 21 times as much as the difference of each Sigmoid Colon's Cells and each Sigmoid Colon's Mast Cells. The number of each Sigmoid Colon's Mast Cells equals 15 more than each Sigmoid Colon's Osteoclasts. How many Cells does Cardia have? | Define Cardia's Mast Cells as BACK. Define Sigmoid Colon's Osteoclasts as I; so I = 19. Define Sigmoid Colon's Mast Cells as h; so h = 15 + I = 15 + 19 = 11. Define Sigmoid Colon's Cells as w; so w = h + I = 11 + 19 = 7. Define Cardia's Mast Cells as W; k = w + h = 7 + 11 = 18; so W = 13 + k = 13 + 18 = 8. Define Cardia's Osteoclasts as X; L = w - h = 7 - 11 = 19; so X = 21 * L = 21 * 19 = 8. Define Cardia's Cells as g; so g = W + X = 8 + 8 = 16. | 16 | hard | 8 |
543 | The number of each Printed Backpack's Document Box equals 14 more than each Scholar Backpack's Magazine Holder. The number of each Sturdy Backpack's Document Wallet equals 14. The number of each Martial Arts Dojo's Sturdy Backpack equals each Sturdy Backpack's Magazine Holder. The number of each Sturdy Backpack's Magazine Holder equals 5. The number of each Table Tennis Room's Printed Backpack equals each Printed Backpack's Magazine Holder. The number of each Scholar Backpack's Magazine Holder equals 2. The number of each Sturdy Backpack's Document Box equals 5 more than each Printed Backpack's Magazine Holder. The number of each Martial Arts Dojo's Printed Backpack equals each Aerobics Studio's Printed Backpack. The number of each Printed Backpack's Magazine Holder equals 1. The number of each Aerobics Studio's Scholar Backpack equals 6 times as much as each Printed Backpack's Document Box. The number of each Table Tennis Room's Sturdy Backpack equals 19 times as much as the sum of each Printed Backpack's Document Box and each Scholar Backpack's Magazine Holder. The number of each Aerobics Studio's Printed Backpack equals 22 more than each Sturdy Backpack's Document Wallet. The number of each Martial Arts Dojo's Scholar Backpack equals 19 more than the sum of each Sturdy Backpack's Magazine Holder, each Printed Backpack's Magazine Holder and each Sturdy Backpack's Document Wallet. The number of each Printed Backpack's Document Wallet equals each Martial Arts Dojo's Scholar Backpack. The number of each Aerobics Studio's Sturdy Backpack equals the sum of each Scholar Backpack's Magazine Holder and each Printed Backpack's Magazine Holder. How many Sturdy Backpack does Table Tennis Room have? | Define Martial Arts Dojo's Printed Backpack as BACK. Define Scholar Backpack's Magazine Holder as c; so c = 2. Define Printed Backpack's Document Box as g; so g = 14 + c = 14 + 2 = 16. Define Sturdy Backpack's Document Box as BACK. Define Table Tennis Room's Sturdy Backpack as t; B = g + c = 16 + 2 = 18; so t = 19 * B = 19 * 18 = 20. | 20 | hard | 4 |
544 | The number of each La Michoacana Meat Market's Nuts equals 21. The number of each Farmhouses's La Michoacana Meat Market equals 19 times as much as the sum of each Golf Course Community's La Michoacana Meat Market, each Golf Course Community's Sedano's and each Sedano's's Product. The number of each Condominium's Sedano's equals 10. The number of each Nuts's Duck equals the difference of each Golf Course Community's Supermarket and each Golf Course Community's Sedano's. The number of each Golf Course Community's Sedano's equals 8 more than each Golf Course Community's La Michoacana Meat Market. The number of each Crackers's Chicken Wing equals the sum of each Condominium's Sedano's, each Condominium's La Michoacana Meat Market, each La Michoacana Meat Market's Nuts and each Nuts's Lamb. The number of each Golf Course Community's La Michoacana Meat Market equals 11. The number of each Sedano's's Crackers equals 12 times as much as the sum of each Nuts's Duck, each Golf Course Community's Sedano's and each Golf Course Community's La Michoacana Meat Market. The number of each Nuts's Lamb equals the sum of each Sedano's's Nuts, each Condominium's La Michoacana Meat Market and each Condominium's Sedano's. The number of each La Michoacana Meat Market's Crackers equals 5 more than each Crackers's Chicken Wing. The number of each Nuts's Chicken Wing equals 17. The number of each Crackers's Duck equals the sum of each Sedano's's Nuts and each La Michoacana Meat Market's Nuts. The number of each Farmhouses's Sedano's equals the sum of each Nuts's Lamb and each Crackers's Lamb. The number of each Crackers's Lamb equals 3. The number of each Condominium's La Michoacana Meat Market equals 20 more than the difference of each La Michoacana Meat Market's Nuts and each Sedano's's Nuts. The number of each Sedano's's Nuts equals 19. How many Supermarket does Golf Course Community have? | Define Condominium's Ingredient as BACK. Define Golf Course Community's La Michoacana Meat Market as H; so H = 11. Define Golf Course Community's Sedano's as x; so x = 8 + H = 8 + 11 = 19. Define Golf Course Community's Supermarket as t; so t = H + x = 11 + 19 = 7. | 7 | hard | 3 |
545 | The number of each Stick Insect Forest's Finch equals 22. The number of each Detroit Zoo's Ladybug Loft equals 9. The number of each London Zoo's Stick Insect Forest equals the sum of each Calgary Zoo's Ladybug Loft, each Detroit Zoo's Enclosure, each Insect House's Animal and each Ladybug Loft's Animal. The number of each Calgary Zoo's Stick Insect Forest equals 8. The number of each Detroit Zoo's Insect House equals the sum of each Calgary Zoo's Ladybug Loft, each Detroit Zoo's Ladybug Loft, each Insect House's Flamingo and each Ladybug Loft's Flamingo. The number of each Ladybug Loft's Flamingo equals each Insect House's Seagull. The number of each Calgary Zoo's Ladybug Loft equals 4. The number of each London Zoo's Ladybug Loft equals 13. The number of each Insect House's Seagull equals 0. The number of each London Zoo's Insect House equals the sum of each Detroit Zoo's Enclosure, each Calgary Zoo's Insect House, each Detroit Zoo's Stick Insect Forest and each Calgary Zoo's Enclosure. The number of each Insect House's Flamingo equals each Insect House's Finch. The number of each Calgary Zoo's Insect House equals 3. The number of each Ladybug Loft's Finch equals each Insect House's Animal. The number of each Insect House's Finch equals each Insect House's Seagull. The number of each Detroit Zoo's Stick Insect Forest equals 17. How many Animal does Ladybug Loft have? | Define Ladybug Loft's Animal as BACK. Define Insect House's Seagull as e; so e = 0. Define Insect House's Flamingo as BACK. Define Insect House's Finch as a; so a = e = 0. Define London Zoo's Insect House as BACK. Define Detroit Zoo's Animal as BACK. Define London Zoo's Enclosure as BACK. Define Calgary Zoo's Animal as BACK. Define Insect House's Flamingo as Y; so Y = a = 0. Define Insect House's Animal as s; F = e + Y = 0 + 0 = 0; so s = F + a = 0 + 0 = 0. Define Detroit Zoo's Insect House as BACK. Define Detroit Zoo's Animal as BACK. Define Ladybug Loft's Finch as H; so H = s = 0. Define Ladybug Loft's Flamingo as Q; so Q = e = 0. Define Ladybug Loft's Animal as D; so D = Q + H = 0 + 0 = 0. | 0 | med | 8 |
546 | The number of each Dolphin's Humerus equals 6 more than the difference of each Lumphini Park in Bangkok's Creatures and each Clownfish's Humerus. The number of each Lumphini Park in Bangkok's Dolphin equals 9. The number of each Kings Park in Perth's Moray Eel equals 8. The number of each Lumphini Park in Bangkok's Clownfish equals 7. The number of each Clownfish's Pelvis equals 1 more than each Clownfish's Humerus. The number of each Clownfish's Humerus equals 12. How many Creatures does Kings Park in Perth have? | Define Clownfish's Pelvis as BACK. Define Clownfish's Organs as BACK. Define Dolphin's Organs as BACK. Define Kings Park in Perth's Moray Eel as y; so y = 8. Define Kings Park in Perth's Creatures as G; so G = y = 8. | 8 | med | 2 |
547 | The number of each Octopus's Spine equals the sum of each Sea Urchin's Hamstrings, each Sea Urchin's Organs, each Savanna's Octopus and each Octopus's Pelvis. The number of each Shortgrass Prairie's Sea Urchin equals each Sea Urchin's Spine. The number of each Shortgrass Prairie's Octopus equals 22. The number of each Sea Urchin's Hamstrings equals each Sea Urchin's Spine. The number of each Octopus's Pelvis equals 12 more than each Savanna's Sea Urchin. The number of each Sea Urchin's Pelvis equals 20. The number of each Sea Urchin's Spine equals 15 times as much as each Octopus's Hamstrings. The number of each Octopus's Hamstrings equals 8. The number of each Savanna's Sea Urchin equals 22. The number of each Savanna's Octopus equals 10 more than the sum of each Octopus's Hamstrings and each Shortgrass Prairie's Sea Urchin. How many Spine does Sea Urchin have? | Define Octopus's Hamstrings as i; so i = 8. Define Sea Urchin's Hamstrings as BACK. Define Sea Urchin's Spine as w; so w = 15 * i = 15 * 8 = 5. | 5 | med | 2 |
548 | The number of each Bald Eagle's Spinal Nerves equals each Condor's Organs. The number of each Bald Eagle's Occipital Lobe equals 20. The number of each Condor's Spinal Nerves equals 10. The number of each Condor's Occipital Lobe equals 2. How many Spinal Nerves does Bald Eagle have? | Define Condor's Spinal Nerves as D; so D = 10. Define Condor's Occipital Lobe as x; so x = 2. Define Bald Eagle's Organs as BACK. Define Condor's Organs as H; so H = D + x = 10 + 2 = 12. Define Bald Eagle's Spinal Nerves as w; so w = H = 12. | 12 | med | 4 |
549 | The number of each Tortoise Garden's Squirrel equals each Baltimore Aquarium's Tortoise Garden. The number of each Zebra's Metacarpal II equals 8 times as much as each Baltimore Aquarium's Animal. The number of each Baltimore Aquarium's Tortoise Garden equals 8. The number of each Squirrel's Metacarpal II equals 15. The number of each Komodo Dragon Den's Raccoon equals 20. The number of each The Florida Aquarium's Python Palace equals each Komodo Dragon Den's Raccoon. The number of each Tortoise Garden's Zebra equals 9 more than each Komodo Dragon Den's Raccoon. The number of each Zebra's Metacarpal III equals 11 more than each Baltimore Aquarium's Enclosure. The number of each The Florida Aquarium's Tortoise Garden equals the difference of each Tortoise Garden's Squirrel and each Komodo Dragon Den's Raccoon. The number of each The Florida Aquarium's Komodo Dragon Den equals 15. The number of each Komodo Dragon Den's Zebra equals the sum of each Python Palace's Zebra, each Tortoise Garden's Zebra and each The Florida Aquarium's Python Palace. The number of each Zebra's Proximal Phalanx equals 5 times as much as each Squirrel's Metacarpal II. The number of each Squirrel's Metacarpal III equals 21 times as much as the sum of each Sydney Aquarium's Enclosure and each Baltimore Aquarium's Tortoise Garden. The number of each Raccoon's Metacarpal II equals 21. The number of each Python Palace's Zebra equals 9. The number of each Python Palace's Squirrel equals 12 more than the difference of each Komodo Dragon Den's Raccoon and each Tortoise Garden's Zebra. How many Tortoise Garden does Baltimore Aquarium have? | Define Baltimore Aquarium's Tortoise Garden as w; so w = 8. | 8 | med | 1 |
550 | The number of each Condor's Cardia equals 18. The number of each Mangrove Ecosystem's Peacock equals 4. The number of each Stork's Cecum equals 11 times as much as each Mangrove Ecosystem's Stork. The number of each Deep Sea Ecosystem's Condor equals 19. The number of each Kelp Forest's Peacock equals 5 more than the difference of each Stork's Salivary Glands and each Stork's Cecum. The number of each Stork's Salivary Glands equals 22 times as much as each Condor's Cardia. The number of each Mangrove Ecosystem's Stork equals 3. How many Organs does Mangrove Ecosystem have? | Define Condor's Cardia as e; so e = 18. Define Deep Sea Ecosystem's Creatures as BACK. Define Kelp Forest's Organs as BACK. Define Stork's Salivary Glands as y; so y = 22 * e = 22 * 18 = 5. Define Mangrove Ecosystem's Stork as E; so E = 3. Define Mangrove Ecosystem's Peacock as k; so k = 4. Define Stork's Cecum as L; so L = 11 * E = 11 * 3 = 10. Define Kelp Forest's Creatures as BACK. Define Stork's Organs as Z; so Z = L + y = 10 + 5 = 15. Define Mangrove Ecosystem's Organs as BACK. Define Deep Sea Ecosystem's Organs as BACK. Define Kelp Forest's Creatures as BACK. Define Peacock's Organs as b; so b = 0. Define Mangrove Ecosystem's Organs as P; I = k * b = 4 * 0 = 0; g = E * Z = 3 * 15 = 22; so P = I + g = 0 + 22 = 22. | 22 | med | 10 |
551 | The number of each Media District's BriarPatch Food Co-op equals 5. The number of each Jewelry District's BriarPatch Food Co-op equals 1. The number of each Media District's Earth Fare equals 13 more than each Media District's BriarPatch Food Co-op. The number of each Jewelry District's Earth Fare equals 19 times as much as each Jewelry District's BriarPatch Food Co-op. How many Supermarket does Jewelry District have? | Define Jewelry District's Supermarket as BACK. Define Media District's Supermarket as BACK. Define Jewelry District's BriarPatch Food Co-op as S; so S = 1. Define Media District's Earth Fare as BACK. Define Media District's Supermarket as BACK. Define Jewelry District's Supermarket as BACK. Define Jewelry District's Earth Fare as m; so m = 19 * S = 19 * 1 = 19. Define Media District's Supermarket as BACK. Define Jewelry District's Supermarket as J; so J = S + m = 1 + 19 = 20. | 20 | med | 3 |
552 | The number of each Tortoise's Distal Phalanx equals each Alligator's Distal Phalanx. The number of each Tortoise's Metacarpal IV equals 11 more than the difference of each Tortoise's Distal Phalanx and each Alligator's Distal Phalanx. The number of each Alligator's Metacarpal IV equals 1 more than the sum of each Tortoise's Metacarpal IV, each Alligator's Distal Phalanx and each Tortoise's Distal Phalanx. The number of each Tortoise's Radial Carpal equals 1. The number of each Alligator's Distal Phalanx equals 4. How many Metacarpal IV does Alligator have? | Define Alligator's Distal Phalanx as a; so a = 4. Define Alligator's Metacarpal IV as BACK. Define Tortoise's Bone as BACK. Define Tortoise's Distal Phalanx as F; so F = a = 4. Define Alligator's Bone as BACK. Define Tortoise's Bone as BACK. Define Tortoise's Metacarpal IV as y; X = F - a = 4 - 4 = 0; so y = 11 + X = 11 + 0 = 11. Define Alligator's Metacarpal IV as b; l = y + a = 11 + 4 = 15; c = l + F = 15 + 4 = 19; so b = 1 + c = 1 + 19 = 20. | 20 | hard | 7 |
553 | The number of each Steppe's Blue Whale equals 14 times as much as the sum of each Manatee's Cardiac Muscle and each Tropical Grassland's Octopus. The number of each Tropical Grassland's Manatee equals 6 more than each Steppe's Sea Turtle. The number of each Tropical Grassland's Octopus equals each Manatee's Cardiac Muscle. The number of each Sea Turtle's Pulmonary Arteries equals 10 times as much as each Flooded Grassland's Octopus. The number of each Steppe's Sea Turtle equals 0. The number of each Manatee's Cardiac Muscle equals 15. The number of each Cardiac Muscle's Astrocytes equals 11. The number of each Flooded Grassland's Octopus equals 5. The number of each Vena Cava's Cerebellar Neurons equals each Flooded Grassland's Octopus. The number of each Flooded Grassland's Manatee equals the sum of each Octopus's Cells and each Octopus's Organs. The number of each Pulmonary Arteries's Pyramidal Cells equals the sum of each Sea Turtle's Pulmonary Arteries and each Flooded Grassland's Octopus. The number of each Sea Turtle's Vena Cava equals 5. How many Pulmonary Arteries does Sea Turtle have? | Define Flooded Grassland's Octopus as S; so S = 5. Define Sea Turtle's Pulmonary Arteries as l; so l = 10 * S = 10 * 5 = 4. | 4 | med | 2 |
554 | The number of each Karakum Desert's Sea Urchin equals 14 times as much as each Negev Desert's Creatures. The number of each Negev Desert's Seahorse equals 9. The number of each Karakum Desert's Seahorse equals each Negev Desert's Seahorse. The number of each Negev Desert's Sea Urchin equals 14 times as much as each Negev Desert's Seahorse. How many Creatures does Negev Desert have? | Define Negev Desert's Seahorse as h; so h = 9. Define Negev Desert's Sea Urchin as m; so m = 14 * h = 14 * 9 = 11. Define Negev Desert's Creatures as p; so p = h + m = 9 + 11 = 20. | 20 | med | 3 |
555 | The number of each Photography Studio's Scholar Backpack equals 14 more than each Ceramics Studio's Scholar Backpack. The number of each Ceramics Studio's Scholar Backpack equals each Language Classroom's Backpack. The number of each Cultural Studies Classroom's Messenger Backpack equals 9. The number of each Ceramics Studio's Printed Backpack equals each Photography Studio's Backpack. The number of each Language Classroom's Messenger Backpack equals 21. The number of each Cultural Studies Classroom's Printed Backpack equals each Cultural Studies Classroom's Messenger Backpack. The number of each Ceramics Studio's Multi-Pocket Backpack equals 9. How many Printed Backpack does Ceramics Studio have? | Define Language Classroom's Messenger Backpack as M; so M = 21. Define Photography Studio's Scholar Backpack as BACK. Define Photography Studio's Backpack as BACK. Define Ceramics Studio's Backpack as BACK. Define Cultural Studies Classroom's Printed Backpack as BACK. Define Ceramics Studio's Printed Backpack as BACK. Define Language Classroom's Backpack as y; so y = M = 21. Define Cultural Studies Classroom's Backpack as BACK. Define Cultural Studies Classroom's Printed Backpack as BACK. Define Photography Studio's Backpack as BACK. Define Ceramics Studio's Printed Backpack as BACK. Define Ceramics Studio's Scholar Backpack as h; so h = y = 21. Define Ceramics Studio's Backpack as BACK. Define Photography Studio's Scholar Backpack as l; so l = 14 + h = 14 + 21 = 12. Define Photography Studio's Backpack as E; so E = l = 12. Define Cultural Studies Classroom's Printed Backpack as BACK. Define Ceramics Studio's Printed Backpack as D; so D = E = 12. | 12 | med | 6 |
556 | The number of each Algebra Classroom's Insulated Backpack equals 0 more than each Fashion Backpack's Stationery. The number of each Insulated Backpack's Magazine Holder equals 9 times as much as each Algebra Classroom's Fashion Backpack. The number of each Materials Science Lab's Insulated Backpack equals 9. The number of each Algebra Classroom's Fashion Backpack equals the sum of each E-Study University's Classroom and each Fashion Backpack's Stationery. The number of each Insulated Backpack's Planner equals 19. The number of each WebMasters Academy's Algebra Classroom equals each Fashion Backpack's Binder. The number of each E-Study University's Algebra Classroom equals the sum of each E-Study University's Materials Science Lab, each Algebra Classroom's Insulated Backpack and each Fashion Backpack's Stationery. The number of each E-Study University's Materials Science Lab equals 0. The number of each Fashion Backpack's Binder equals 9. The number of each WebMasters Academy's Materials Science Lab equals 0. The number of each Fashion Backpack's Planner equals 9 more than each Fashion Backpack's Binder. How many Backpack does Algebra Classroom have? | Define Insulated Backpack's Magazine Holder as BACK. Define Fashion Backpack's Binder as R; so R = 9. Define Fashion Backpack's Planner as Q; so Q = 9 + R = 9 + 9 = 18. Define Fashion Backpack's Stationery as N; so N = R + Q = 9 + 18 = 4. Define Materials Science Lab's Stationery as BACK. Define Algebra Classroom's Insulated Backpack as n; so n = 0 + N = 0 + 4 = 4. Define E-Study University's Materials Science Lab as m; so m = 0. Define Insulated Backpack's Stationery as BACK. Define E-Study University's Stationery as BACK. Define Materials Science Lab's Backpack as BACK. Define E-Study University's Algebra Classroom as I; D = m + n = 0 + 4 = 4; so I = D + N = 4 + 4 = 8. Define E-Study University's Classroom as S; so S = m + I = 0 + 8 = 8. Define Algebra Classroom's Fashion Backpack as a; so a = S + N = 8 + 4 = 12. Define Algebra Classroom's Backpack as Z; so Z = a + n = 12 + 4 = 16. | 16 | hard | 10 |
557 | The number of each Unicorn's Elbow Joint equals 6. The number of each Griffin's Hamstrings equals each Elbow Joint's Cells. The number of each Unicorn's Hamstrings equals each Great Victoria Desert's Griffin. The number of each Hamstrings's Alveolar Epithelial Cells equals 16 times as much as each Hamstrings's Hepatocytes. The number of each Elbow Joint's Hepatocytes equals the sum of each Unicorn's Hamstrings and each Hamstrings's Hepatocytes. The number of each Gobi Desert's Griffin equals each Unicorn's Elbow Joint. The number of each Gobi Desert's Unicorn equals 8 times as much as the sum of each Hamstrings's Cells, each Hamstrings's Hepatocytes and each Hamstrings's Alveolar Epithelial Cells. The number of each Hamstrings's Hepatocytes equals 13. The number of each Great Victoria Desert's Griffin equals 2. The number of each Elbow Joint's Alveolar Epithelial Cells equals 20 times as much as the sum of each Great Victoria Desert's Griffin, each Unicorn's Hamstrings and each Unicorn's Elbow Joint. The number of each Great Victoria Desert's Unicorn equals 4. The number of each Griffin's Elbow Joint equals 21 times as much as each Hamstrings's Alveolar Epithelial Cells. How many Unicorn does Gobi Desert have? | Define Hamstrings's Hepatocytes as A; so A = 13. Define Hamstrings's Alveolar Epithelial Cells as e; so e = 16 * A = 16 * 13 = 1. Define Hamstrings's Cells as b; so b = A + e = 13 + 1 = 14. Define Elbow Joint's Hepatocytes as BACK. Define Gobi Desert's Cells as BACK. Define Gobi Desert's Unicorn as Z; E = b + A = 14 + 13 = 4; v = E + e = 4 + 1 = 5; so Z = 8 * v = 8 * 5 = 17. | 17 | hard | 6 |
558 | The number of each Pelagic Zone's Kingfisher equals the sum of each Hydrothermal Vent's Kingfisher, each Mangrove Ecosystem's Swan and each Pelagic Zone's Swan. The number of each Pelagic Zone's Swan equals 10. The number of each Mangrove Ecosystem's Flamingo equals 7 more than the difference of each Hydrothermal Vent's Swan and each Hydrothermal Vent's Flamingo. The number of each Hydrothermal Vent's Swan equals 2. The number of each Mangrove Ecosystem's Swan equals 2 more than each Pelagic Zone's Swan. The number of each Hydrothermal Vent's Kingfisher equals 17. The number of each Hydrothermal Vent's Flamingo equals each Hydrothermal Vent's Swan. How many Flamingo does Hydrothermal Vent have? | Define Hydrothermal Vent's Swan as g; so g = 2. Define Mangrove Ecosystem's Swan as BACK. Define Hydrothermal Vent's Creatures as BACK. Define Pelagic Zone's Creatures as BACK. Define Mangrove Ecosystem's Creatures as BACK. Define Pelagic Zone's Kingfisher as BACK. Define Mangrove Ecosystem's Flamingo as BACK. Define Hydrothermal Vent's Flamingo as M; so M = g = 2. | 2 | hard | 2 |
559 | The number of each Benthic Zone's Moray Eel equals 12. The number of each Salt Marsh's Moray Eel equals 2 more than the sum of each Benthic Zone's Moray Eel and each Benthic Zone's Creatures. The number of each Mangrove Ecosystem's Moray Eel equals the sum of each Benthic Zone's Moray Eel, each Salt Marsh's Creatures and each Salt Marsh's Moray Eel. The number of each Mangrove Ecosystem's Blue Whale equals the sum of each Mangrove Ecosystem's Puffer Fish, each Salt Marsh's Puffer Fish, each Salt Marsh's Moray Eel and each Benthic Zone's Moray Eel. The number of each Salt Marsh's Puffer Fish equals 19 more than the sum of each Benthic Zone's Creatures, each Benthic Zone's Moray Eel and each Salt Marsh's Moray Eel. The number of each Mangrove Ecosystem's Puffer Fish equals 16 times as much as the sum of each Salt Marsh's Creatures, each Salt Marsh's Puffer Fish and each Benthic Zone's Moray Eel. How many Creatures does Mangrove Ecosystem have? | Define Benthic Zone's Moray Eel as Y; so Y = 12. Define Benthic Zone's Creatures as z; so z = Y = 12. Define Mangrove Ecosystem's Puffer Fish as BACK. Define Mangrove Ecosystem's Creatures as BACK. Define Salt Marsh's Puffer Fish as BACK. Define Salt Marsh's Creatures as BACK. Define Mangrove Ecosystem's Blue Whale as BACK. Define Salt Marsh's Moray Eel as F; g = Y + z = 12 + 12 = 1; so F = 2 + g = 2 + 1 = 3. Define Salt Marsh's Puffer Fish as I; y = z + Y = 12 + 12 = 1; s = y + F = 1 + 3 = 4; so I = 19 + s = 19 + 4 = 0. Define Salt Marsh's Creatures as B; so B = F + I = 3 + 0 = 3. Define Mangrove Ecosystem's Creatures as BACK. Define Mangrove Ecosystem's Puffer Fish as h; i = B + I = 3 + 0 = 3; k = i + Y = 3 + 12 = 15; so h = 16 * k = 16 * 15 = 10. Define Mangrove Ecosystem's Creatures as BACK. Define Mangrove Ecosystem's Blue Whale as S; c = h + I = 10 + 0 = 10; O = c + F = 10 + 3 = 13; so S = O + Y = 13 + 12 = 2. Define Mangrove Ecosystem's Creatures as BACK. Define Mangrove Ecosystem's Moray Eel as M; w = Y + B = 12 + 3 = 15; so M = w + F = 15 + 3 = 18. Define Mangrove Ecosystem's Creatures as W; x = M + h = 18 + 10 = 5; so W = x + S = 5 + 2 = 7. | 7 | hard | 18 |
560 | The number of each Aldi's Canned Pasta equals 0. The number of each Dollar General's Canned Broth equals the difference of each Old Town's Product and each Old Town's Aldi. The number of each Canned Broth's Oats equals the difference of each Canned Broth's Teff and each Historic Industrial District's Ingredient. The number of each Canned Broth's Teff equals each Historic Industrial District's Ingredient. The number of each Dollar General's Canned Tomatoes equals 10. The number of each Historic Plantation's Dollar General equals 1 times as much as each Aldi's Canned Pasta. The number of each Old Town's Aldi equals 8. The number of each Historic Industrial District's Shoppers Value Foods equals each Historic Plantation's Product. The number of each Canned Tomatoes's Wheat equals 19 more than the sum of each Dollar General's Product, each Old Town's Aldi and each Dollar General's Canned Broth. How many Oats does Canned Broth have? | Define Canned Broth's Teff as BACK. Define Historic Industrial District's Supermarket as BACK. Define Aldi's Canned Pasta as T; so T = 0. Define Historic Industrial District's Product as BACK. Define Historic Industrial District's Ingredient as BACK. Define Aldi's Product as s; so s = T = 0. Define Historic Industrial District's Product as BACK. Define Historic Plantation's Dollar General as r; so r = 1 * T = 1 * 0 = 0. Define Old Town's Aldi as v; so v = 8. Define Old Town's Product as P; so P = v * s = 8 * 0 = 0. Define Historic Plantation's Ingredient as BACK. Define Aldi's Ingredient as BACK. Define Canned Tomatoes's Ingredient as BACK. Define Dollar General's Canned Broth as n; so n = P - v = 0 - 8 = 15. Define Dollar General's Canned Tomatoes as D; so D = 10. Define Dollar General's Product as C; so C = D + n = 10 + 15 = 2. Define Historic Plantation's Product as J; so J = r * C = 0 * 2 = 0. Define Historic Industrial District's Shoppers Value Foods as m; so m = J = 0. Define Shoppers Value Foods's Ingredient as N; so N = 0. Define Canned Tomatoes's Ingredient as BACK. Define Aldi's Ingredient as BACK. Define Historic Plantation's Ingredient as BACK. Define Historic Industrial District's Ingredient as I; so I = m * N = 0 * 0 = 0. Define Old Town's Ingredient as BACK. Define Historic Industrial District's Product as BACK. Define Canned Broth's Ingredient as BACK. Define Dollar General's Ingredient as BACK. Define Canned Broth's Teff as o; so o = I = 0. Define Canned Broth's Oats as y; so y = o - I = 0 - 0 = 0. | 0 | med | 14 |
561 | The number of each Public Service District's Sedano's equals each Bread's Chicken Breast. The number of each Sedano's's Bread equals 5. The number of each Capitol District's Patel Brothers equals each Sedano's's Bread. The number of each Pastries's Turkey equals the sum of each Public Service District's Product, each Pastries's Beef, each Capitol District's Product and each Sedano's's Pastries. The number of each Sedano's's Pastries equals 5 times as much as each Sedano's's Bread. The number of each Pastries's Beef equals 14 more than each Sedano's's Bread. The number of each Sedano's's Cinnamon Rolls equals 20. The number of each Bread's Chicken Breast equals 3 times as much as each Patel Brothers's Ingredient. How many Sedano's does Public Service District have? | Define Patel Brothers's Ingredient as e; so e = 0. Define Bread's Chicken Breast as K; so K = 3 * e = 3 * 0 = 0. Define Public Service District's Sedano's as M; so M = K = 0. | 0 | med | 3 |
562 | The number of each Lizard's Proximal Phalanx equals 16. The number of each Newt Nook's Lizard equals 20. The number of each Iguana's Metacarpal IV equals 4. The number of each Caiman Creek's Iguana equals 0 more than each Iguana's Metacarpal IV. How many Bone does Newt Nook have? | Define Caiman Creek's Bone as BACK. Define Caiman Creek's Animal as BACK. Define Newt Nook's Bone as BACK. Define Newt Nook's Lizard as T; so T = 20. Define Lizard's Proximal Phalanx as Z; so Z = 16. Define Lizard's Bone as k; so k = Z = 16. Define Caiman Creek's Iguana as BACK. Define Caiman Creek's Bone as BACK. Define Iguana's Bone as BACK. Define Caiman Creek's Animal as BACK. Define Newt Nook's Bone as B; so B = T * k = 20 * 16 = 21. | 21 | med | 4 |
563 | The number of each Danishes's Banana equals the sum of each Rye Bread's Ingredient, each Castle District's Ingredient and each Seabra Foods's Product. The number of each Monument Zone's T&T Supermarket equals 9. The number of each Seabra Foods's Pretzels equals 17 times as much as each Pretzels's Ingredient. The number of each Castle District's Seabra Foods equals the difference of each Pretzels's Ingredient and each Seabra Foods's Ingredient. The number of each Historic Plantation's Mitsuwa Marketplace equals each Castle District's Ingredient. The number of each Mitsuwa Marketplace's Rye Bread equals the difference of each Seabra Foods's Ingredient and each Historic Plantation's Mitsuwa Marketplace. The number of each Pretzels's Avocado equals each Pretzels's Mango. The number of each Pretzels's Mango equals 19. The number of each T&T Supermarket's Danishes equals 11. How many Product does Historic Plantation have? | Define Pretzels's Mango as m; so m = 19. Define Mitsuwa Marketplace's Rye Bread as BACK. Define Pretzels's Avocado as q; so q = m = 19. Define Mitsuwa Marketplace's Product as BACK. Define Historic Plantation's Mitsuwa Marketplace as BACK. Define Historic Plantation's Ingredient as BACK. Define Pretzels's Ingredient as Q; so Q = q + m = 19 + 19 = 15. Define Mitsuwa Marketplace's Ingredient as BACK. Define Historic Plantation's Supermarket as BACK. Define T&T Supermarket's Product as BACK. Define Castle District's Ingredient as BACK. Define Seabra Foods's Pretzels as Y; so Y = 17 * Q = 17 * 15 = 2. Define Seabra Foods's Ingredient as J; so J = Y * Q = 2 * 15 = 7. Define Historic Plantation's Product as BACK. Define Castle District's Seabra Foods as B; so B = Q - J = 15 - 7 = 8. Define Castle District's Ingredient as i; so i = B * J = 8 * 7 = 10. Define Monument Zone's Supermarket as BACK. Define Mitsuwa Marketplace's Rye Bread as BACK. Define Danishes's Banana as BACK. Define Historic Plantation's Ingredient as BACK. Define Historic Plantation's Mitsuwa Marketplace as h; so h = i = 10. Define Mitsuwa Marketplace's Product as BACK. Define Mitsuwa Marketplace's Rye Bread as G; so G = J - h = 7 - 10 = 20. Define Historic Plantation's Ingredient as BACK. Define Mitsuwa Marketplace's Product as x; so x = G = 20. Define Historic Plantation's Product as S; so S = h * x = 10 * 20 = 16. | 16 | hard | 11 |
564 | The number of each Mitsuwa Marketplace's Brie Cheese equals 22. The number of each Mitsuwa Marketplace's Goat Cheese equals 12 more than each Mitsuwa Marketplace's Brie Cheese. The number of each Sedano's's Goat Cheese equals the difference of each Mitsuwa Marketplace's Goat Cheese and each Mitsuwa Marketplace's Brie Cheese. How many Product does Mitsuwa Marketplace have? | Define Mitsuwa Marketplace's Brie Cheese as B; so B = 22. Define Mitsuwa Marketplace's Product as BACK. Define Sedano's's Product as BACK. Define Sedano's's Goat Cheese as BACK. Define Mitsuwa Marketplace's Goat Cheese as X; so X = 12 + B = 12 + 22 = 11. Define Mitsuwa Marketplace's Product as S; so S = X + B = 11 + 22 = 10. | 10 | hard | 3 |
565 | The number of each Canary's Caudal Vertebrae 2 equals each Pigeon Loft's Ostrich. The number of each Pigeon Loft's Ostrich equals 18 times as much as each Pigeon Loft's Dove. The number of each Crane Courtyard's Dove equals 14. The number of each Dove's Caudal Vertebrae 11 equals the sum of each Falcon Aviary's Ostrich, each Dove's Caudal Vertebrae 2 and each Ostrich's Caudal Vertebrae 2. The number of each Canary's Caudal Vertebrae 11 equals 16 times as much as each Dove's Caudal Vertebrae 2. The number of each Taronga Zoo's Falcon Aviary equals 21. The number of each Ostrich's Caudal Vertebrae 11 equals each Taronga Zoo's Crane Courtyard. The number of each Crane Courtyard's Ostrich equals 16. The number of each Falcon Aviary's Dove equals 20. The number of each Dove's Caudal Vertebrae 2 equals each Ostrich's Caudal Vertebrae 2. The number of each Ostrich's Caudal Vertebrae 2 equals 13. The number of each Falcon Aviary's Canary equals 8 more than the difference of each Dove's Caudal Vertebrae 2 and each Ostrich's Caudal Vertebrae 2. The number of each Taronga Zoo's Crane Courtyard equals 14 times as much as each Taronga Zoo's Pigeon Loft. The number of each Crane Courtyard's Canary equals the sum of each Ostrich's Caudal Vertebrae 2 and each Falcon Aviary's Dove. The number of each Singapore Zoo's Pigeon Loft equals the sum of each Taronga Zoo's Falcon Aviary, each Pigeon Loft's Ostrich, each Canary's Caudal Vertebrae 2 and each Ostrich's Caudal Vertebrae 2. The number of each Pigeon Loft's Dove equals 7 more than each Taronga Zoo's Enclosure. The number of each Falcon Aviary's Ostrich equals 2 times as much as each Ostrich's Caudal Vertebrae 2. The number of each Taronga Zoo's Pigeon Loft equals 14 times as much as each Taronga Zoo's Falcon Aviary. The number of each Singapore Zoo's Crane Courtyard equals each Taronga Zoo's Crane Courtyard. The number of each Pigeon Loft's Canary equals 19. The number of each Singapore Zoo's Falcon Aviary equals the sum of each Dove's Caudal Vertebrae 2, each Falcon Aviary's Ostrich and each Falcon Aviary's Canary. How many Caudal Vertebrae 2 does Canary have? | Define Taronga Zoo's Falcon Aviary as D; so D = 21. Define Taronga Zoo's Bone as BACK. Define Singapore Zoo's Pigeon Loft as BACK. Define Crane Courtyard's Canary as BACK. Define Falcon Aviary's Canary as BACK. Define Taronga Zoo's Enclosure as BACK. Define Taronga Zoo's Pigeon Loft as J; so J = 14 * D = 14 * 21 = 18. Define Taronga Zoo's Animal as BACK. Define Taronga Zoo's Crane Courtyard as K; so K = 14 * J = 14 * 18 = 22. Define Canary's Caudal Vertebrae 2 as BACK. Define Taronga Zoo's Enclosure as I; k = J + D = 18 + 21 = 16; so I = k + K = 16 + 22 = 15. Define Crane Courtyard's Animal as BACK. Define Canary's Bone as BACK. Define Pigeon Loft's Dove as Z; so Z = 7 + I = 7 + 15 = 22. Define Pigeon Loft's Ostrich as d; so d = 18 * Z = 18 * 22 = 5. Define Canary's Caudal Vertebrae 2 as x; so x = d = 5. | 5 | hard | 8 |
566 | The number of each Haddock's Caudal Fin Rays equals 11 times as much as each Haddock's Proximal Radials. The number of each Sardine's Proximal Radials equals the sum of each Sardine's Caudal Fin Rays, each Haddock's Caudal Fin Rays and each Haddock's Bone. The number of each Sardine's Caudal Fin Rays equals 12. The number of each Haddock's Proximal Radials equals 0. How many Proximal Radials does Haddock have? | Define Haddock's Proximal Radials as E; so E = 0. | 0 | hard | 1 |
567 | The number of each Emergency Backpack's Scrapbooking Paper equals 7. The number of each Inorganic Chemistry Lab's Clear Backpack equals each Organic Chemistry Lab's Emergency Backpack. The number of each Riverstone University's Inorganic Chemistry Lab equals 3. The number of each Riverstone University's Organic Chemistry Lab equals each Riverstone University's Inorganic Chemistry Lab. The number of each Organic Chemistry Lab's Emergency Backpack equals each Riverstone University's Organic Chemistry Lab. The number of each Clear Backpack's Graph Paper equals 18 times as much as each Emergency Backpack's Stationery. The number of each Emergency Backpack's Journal equals 3 more than each Riverstone University's Organic Chemistry Lab. How many Stationery does Inorganic Chemistry Lab have? | Define Emergency Backpack's Journal as BACK. Define Riverstone University's Inorganic Chemistry Lab as b; so b = 3. Define Inorganic Chemistry Lab's Clear Backpack as BACK. Define Riverstone University's Organic Chemistry Lab as t; so t = b = 3. Define Organic Chemistry Lab's Emergency Backpack as l; so l = t = 3. Define Inorganic Chemistry Lab's Clear Backpack as h; so h = l = 3. Define Riverstone University's Backpack as BACK. Define Clear Backpack's Stationery as BACK. Define Emergency Backpack's Scrapbooking Paper as F; so F = 7. Define Inorganic Chemistry Lab's Stationery as BACK. Define Clear Backpack's Graph Paper as BACK. Define Riverstone University's Backpack as BACK. Define Emergency Backpack's Journal as X; so X = 3 + t = 3 + 3 = 6. Define Clear Backpack's Graph Paper as BACK. Define Emergency Backpack's Stationery as K; so K = X + F = 6 + 7 = 13. Define Clear Backpack's Graph Paper as R; so R = 18 * K = 18 * 13 = 4. Define Clear Backpack's Stationery as D; so D = R = 4. Define Riverstone University's Backpack as BACK. Define Riverstone University's Stationery as BACK. Define Inorganic Chemistry Lab's Stationery as n; so n = h * D = 3 * 4 = 12. | 12 | hard | 10 |
568 | The number of each Archery Range's Trekking Backpack equals the difference of each Basketball Court's Carry-On Backpack and each Rock Climbing Wall's Backpack. The number of each Trekking Backpack's Loose Leaf Paper equals 1. The number of each Carry-On Backpack's Binder Paper equals each Basketball Court's Trekking Backpack. The number of each Rock Climbing Wall's Trekking Backpack equals 15. The number of each Carry-On Backpack's Diary equals 7. The number of each Carry-On Backpack's Loose Leaf Paper equals 20. The number of each Multi-Day Pack's Binder Paper equals the sum of each Basketball Court's Backpack, each Multi-Day Pack's Loose Leaf Paper, each Carry-On Backpack's Loose Leaf Paper and each Multi-Day Pack's Diary. The number of each Basketball Court's Multi-Day Pack equals 9 times as much as the difference of each Carry-On Backpack's Diary and each Trekking Backpack's Loose Leaf Paper. The number of each Trekking Backpack's Diary equals 12. The number of each Trekking Backpack's Binder Paper equals the sum of each Carry-On Backpack's Diary, each Basketball Court's Trekking Backpack and each Basketball Court's Carry-On Backpack. The number of each Multi-Day Pack's Loose Leaf Paper equals the sum of each Carry-On Backpack's Diary and each Basketball Court's Carry-On Backpack. The number of each Basketball Court's Carry-On Backpack equals each Carry-On Backpack's Diary. The number of each Basketball Court's Trekking Backpack equals 8. The number of each Rock Climbing Wall's Carry-On Backpack equals 20 times as much as each Trekking Backpack's Binder Paper. The number of each Multi-Day Pack's Diary equals the sum of each Carry-On Backpack's Binder Paper and each Trekking Backpack's Binder Paper. How many Binder Paper does Carry-On Backpack have? | Define Trekking Backpack's Stationery as BACK. Define Basketball Court's Multi-Day Pack as BACK. Define Basketball Court's Trekking Backpack as l; so l = 8. Define Archery Range's Trekking Backpack as BACK. Define Carry-On Backpack's Binder Paper as A; so A = l = 8. | 8 | med | 2 |
569 | The number of each Toad's Radius equals each Ruaha National Park's Enclosure. The number of each Pilanesberg National Park's Tarantula Terrarium equals 7. The number of each Tarantula Terrarium's Toad equals 21 times as much as each Moth Metropolis's Toad. The number of each Salamander's Coffin Bone equals the sum of each Tarantula Terrarium's Toad and each Tarantula Terrarium's Salamander. The number of each Moth Metropolis's Toad equals 0 more than the sum of each Tarantula Terrarium's Salamander and each Salamander's Radius. The number of each Salamander's Radius equals 21 more than each Ruaha National Park's Millipede Meadow. The number of each Ruaha National Park's Moth Metropolis equals 17. The number of each Tarantula Terrarium's Salamander equals 20 more than the sum of each Pilanesberg National Park's Moth Metropolis, each Ruaha National Park's Millipede Meadow and each Salamander's Radius. The number of each Toad's Coffin Bone equals 9. The number of each Millipede Meadow's Salamander equals each Toad's Radius. The number of each Ruaha National Park's Millipede Meadow equals 20. The number of each Pilanesberg National Park's Moth Metropolis equals 1 times as much as the difference of each Salamander's Radius and each Ruaha National Park's Millipede Meadow. The number of each Moth Metropolis's Salamander equals 19 more than the sum of each Ruaha National Park's Millipede Meadow, each Tarantula Terrarium's Animal and each Pilanesberg National Park's Enclosure. The number of each Pilanesberg National Park's Millipede Meadow equals 1 more than each Salamander's Radius. How many Toad does Tarantula Terrarium have? | Define Ruaha National Park's Millipede Meadow as y; so y = 20. Define Salamander's Radius as K; so K = 21 + y = 21 + 20 = 18. Define Pilanesberg National Park's Moth Metropolis as Z; S = K - y = 18 - 20 = 21; so Z = 1 * S = 1 * 21 = 21. Define Toad's Radius as BACK. Define Tarantula Terrarium's Salamander as D; x = Z + y = 21 + 20 = 18; e = x + K = 18 + 18 = 13; so D = 20 + e = 20 + 13 = 10. Define Salamander's Bone as BACK. Define Moth Metropolis's Toad as u; P = D + K = 10 + 18 = 5; so u = 0 + P = 0 + 5 = 5. Define Tarantula Terrarium's Toad as C; so C = 21 * u = 21 * 5 = 13. | 13 | med | 10 |
570 | The number of each Panda Exhibit's Bearded Dragon equals 7. The number of each Primate House's Lizard equals 21. The number of each Zebra Paddock's Bearded Dragon equals 0. The number of each Edinburgh Zoo's Zebra Paddock equals 8 more than each Zoo Miami's Panda Exhibit. The number of each Primate House's Snake equals 18 more than each Zoo Miami's Enclosure. The number of each Panda Exhibit's Snake equals 22. The number of each Zebra Paddock's Snake equals each Primate House's Lizard. The number of each London Zoo's Zebra Paddock equals each Edinburgh Zoo's Enclosure. The number of each Edinburgh Zoo's Primate House equals the difference of each Edinburgh Zoo's Zebra Paddock and each Zoo Miami's Panda Exhibit. The number of each Edinburgh Zoo's Panda Exhibit equals 12 times as much as each Edinburgh Zoo's Primate House. The number of each Primate House's Bearded Dragon equals 13. The number of each Zebra Paddock's Lizard equals 6 times as much as each Primate House's Bearded Dragon. The number of each Zoo Miami's Panda Exhibit equals 3. The number of each Zoo Miami's Primate House equals 2. The number of each London Zoo's Primate House equals each Zebra Paddock's Lizard. The number of each London Zoo's Panda Exhibit equals 0 more than each Primate House's Bearded Dragon. How many Zebra Paddock does London Zoo have? | Define London Zoo's Animal as BACK. Define London Zoo's Panda Exhibit as BACK. Define Zoo Miami's Panda Exhibit as G; so G = 3. Define Panda Exhibit's Animal as BACK. Define Zebra Paddock's Snake as BACK. Define Edinburgh Zoo's Zebra Paddock as d; so d = 8 + G = 8 + 3 = 11. Define Edinburgh Zoo's Primate House as u; so u = d - G = 11 - 3 = 8. Define Edinburgh Zoo's Animal as BACK. Define Edinburgh Zoo's Panda Exhibit as j; so j = 12 * u = 12 * 8 = 4. Define Zoo Miami's Enclosure as BACK. Define Zebra Paddock's Lizard as BACK. Define Edinburgh Zoo's Enclosure as Y; o = u + j = 8 + 4 = 12; so Y = o + d = 12 + 11 = 0. Define Zebra Paddock's Snake as BACK. Define Zoo Miami's Enclosure as BACK. Define London Zoo's Primate House as BACK. Define London Zoo's Enclosure as BACK. Define Primate House's Animal as BACK. Define London Zoo's Zebra Paddock as E; so E = Y = 0. | 0 | med | 7 |
571 | The number of each Rhinoceros's Scapula equals 6 times as much as each Koala's Sesamoid Bones. The number of each Rhinoceros's Metacarpal Bones equals 21 times as much as each Snail Shellter's Bone. The number of each Koala's Sesamoid Bones equals 19. The number of each Snail Shellter's Koala equals each Koala's Bone. The number of each Squirrel's Metacarpal Bones equals 0 more than each Koala's Bone. The number of each Scorpion Den's Squirrel equals the sum of each Caterpillar Nursery's Bone and each Rhinoceros's Scapula. The number of each Caterpillar Nursery's Rhinoceros equals 20 more than each Rhinoceros's Bone. How many Bone does Scorpion Den have? | Define Scorpion Den's Bone as BACK. Define Koala's Sesamoid Bones as y; so y = 19. Define Koala's Bone as h; so h = y = 19. Define Snail Shellter's Animal as BACK. Define Rhinoceros's Scapula as T; so T = 6 * y = 6 * 19 = 22. Define Rhinoceros's Metacarpal Bones as BACK. Define Snail Shellter's Koala as j; so j = h = 19. Define Caterpillar Nursery's Bone as BACK. Define Caterpillar Nursery's Animal as BACK. Define Scorpion Den's Squirrel as BACK. Define Snail Shellter's Bone as x; so x = j * h = 19 * 19 = 16. Define Scorpion Den's Bone as BACK. Define Rhinoceros's Metacarpal Bones as U; so U = 21 * x = 21 * 16 = 14. Define Scorpion Den's Squirrel as BACK. Define Caterpillar Nursery's Rhinoceros as BACK. Define Rhinoceros's Bone as n; so n = U + T = 14 + 22 = 13. Define Squirrel's Metacarpal Bones as J; so J = 0 + h = 0 + 19 = 19. Define Caterpillar Nursery's Rhinoceros as S; so S = 20 + n = 20 + 13 = 10. Define Caterpillar Nursery's Bone as g; so g = S * n = 10 * 13 = 15. Define Scorpion Den's Bone as BACK. Define Squirrel's Bone as o; so o = J = 19. Define Scorpion Den's Bone as BACK. Define Scorpion Den's Animal as BACK. Define Scorpion Den's Squirrel as p; so p = g + T = 15 + 22 = 14. Define Scorpion Den's Bone as a; so a = p * o = 14 * 19 = 13. | 13 | hard | 13 |
572 | The number of each Neuroscience Lab's Office Backpack equals the sum of each Hillcrest High's Zoology Lab and each Zoology Lab's Drone Backpack. The number of each Kingston Secondary's Zoology Lab equals the sum of each Zoology Lab's Conference Backpack and each Lakeshore High's Neuroscience Lab. The number of each Anatomy Lab's Office Backpack equals each Physical Chemistry Lab's Drone Backpack. The number of each Hillcrest High's Physical Chemistry Lab equals each Anatomy Lab's Drone Backpack. The number of each Hillcrest High's Zoology Lab equals 16. The number of each Rosewood High's Zoology Lab equals 12. The number of each Lakeshore High's Physical Chemistry Lab equals 16 times as much as the sum of each Lakeshore High's Neuroscience Lab and each Kingston Secondary's Zoology Lab. The number of each Zoology Lab's Conference Backpack equals the sum of each Hillcrest High's Zoology Lab, each Neuroscience Lab's Conference Backpack, each Zoology Lab's Drone Backpack and each Hillcrest High's Neuroscience Lab. The number of each Zoology Lab's Office Backpack equals 19. The number of each Hillcrest High's Anatomy Lab equals 8 times as much as each Rosewood High's Zoology Lab. The number of each Kingston Secondary's Neuroscience Lab equals each Physical Chemistry Lab's Office Backpack. The number of each Physical Chemistry Lab's Drone Backpack equals each Neuroscience Lab's Conference Backpack. The number of each Zoology Lab's Drone Backpack equals 20. The number of each Physical Chemistry Lab's Conference Backpack equals 14 times as much as each Anatomy Lab's Drone Backpack. The number of each Rosewood High's Anatomy Lab equals 6. The number of each Physical Chemistry Lab's Office Backpack equals the sum of each Hillcrest High's Zoology Lab, each Zoology Lab's Drone Backpack, each Neuroscience Lab's Conference Backpack and each Zoology Lab's Office Backpack. The number of each Lakeshore High's Zoology Lab equals the difference of each Anatomy Lab's Drone Backpack and each Neuroscience Lab's Conference Backpack. The number of each Anatomy Lab's Drone Backpack equals 6 times as much as each Rosewood High's Zoology Lab. The number of each Hillcrest High's Neuroscience Lab equals 20 times as much as each Neuroscience Lab's Conference Backpack. The number of each Rosewood High's Physical Chemistry Lab equals the difference of each Lakeshore High's Zoology Lab and each Hillcrest High's Neuroscience Lab. The number of each Lakeshore High's Neuroscience Lab equals the difference of each Anatomy Lab's Executive Backpack and each Hillcrest High's Zoology Lab. The number of each Kingston Secondary's Physical Chemistry Lab equals 11 more than the sum of each Anatomy Lab's Executive Backpack, each Lakeshore High's Zoology Lab and each Lakeshore High's Anatomy Lab. The number of each Anatomy Lab's Executive Backpack equals 8. The number of each Lakeshore High's Anatomy Lab equals each Rosewood High's Zoology Lab. The number of each Neuroscience Lab's Conference Backpack equals each Zoology Lab's Drone Backpack. How many Physical Chemistry Lab does Hillcrest High have? | Define Rosewood High's Zoology Lab as f; so f = 12. Define Lakeshore High's Backpack as BACK. Define Lakeshore High's Classroom as BACK. Define Anatomy Lab's Drone Backpack as G; so G = 6 * f = 6 * 12 = 3. Define Hillcrest High's Physical Chemistry Lab as Y; so Y = G = 3. | 3 | hard | 3 |
573 | The number of each Uber Eats's Bottled Water equals each Uber Eats's Coffee. The number of each Monument Zone's Uber Eats equals each DoorDash's Bottled Water. The number of each Bottled Water's Thyme equals 16 times as much as each Uber Eats's Product. The number of each Shipt's Bottled Water equals 9 times as much as the difference of each Uber Eats's Coffee and each Uber Eats's Product. The number of each Monument Zone's DoorDash equals each Historic Plantation's Shipt. The number of each Historic Plantation's Shipt equals 13. The number of each Shipt's Sports Drinks equals 20 times as much as the difference of each Coffee's Paprika and each Bottled Water's Thyme. The number of each Coffee's Paprika equals 13 more than each Bottled Water's Ingredient. The number of each Victorian District's Shipt equals 2 times as much as each Historic Plantation's Shipt. The number of each Bottled Water's Onion Powder equals each Uber Eats's Bottled Water. The number of each Uber Eats's Coffee equals 21. The number of each Historic Plantation's Uber Eats equals 14 times as much as the difference of each Historic Plantation's Shipt and each DoorDash's Bottled Water. The number of each DoorDash's Bottled Water equals 0 more than each Historic Plantation's Shipt. How many Product does Shipt have? | Define Uber Eats's Coffee as F; so F = 21. Define Bottled Water's Thyme as BACK. Define Uber Eats's Bottled Water as H; so H = F = 21. Define Uber Eats's Product as z; so z = F + H = 21 + 21 = 19. Define DoorDash's Product as BACK. Define Bottled Water's Onion Powder as K; so K = H = 21. Define Bottled Water's Thyme as d; so d = 16 * z = 16 * 19 = 5. Define Coffee's Ingredient as BACK. Define DoorDash's Ingredient as BACK. Define Uber Eats's Ingredient as BACK. Define Monument Zone's Product as BACK. Define Monument Zone's Supermarket as BACK. Define Victorian District's Shipt as BACK. Define Bottled Water's Ingredient as B; so B = K + d = 21 + 5 = 3. Define Coffee's Paprika as v; so v = 13 + B = 13 + 3 = 16. Define Shipt's Sports Drinks as r; G = v - d = 16 - 5 = 11; so r = 20 * G = 20 * 11 = 13. Define Monument Zone's Ingredient as BACK. Define Shipt's Bottled Water as C; p = F - z = 21 - 19 = 2; so C = 9 * p = 9 * 2 = 18. Define Historic Plantation's Ingredient as BACK. Define Shipt's Product as W; so W = C + r = 18 + 13 = 8. | 8 | hard | 12 |
574 | The number of each Carrefour's Fruit Snacks equals the difference of each Fruit Snacks's Nutmeg and each Fruit Snacks's Ingredient. The number of each Chocolate Covered Pretzels's Onion Powder equals 2. The number of each Sainsbury's's Chocolate Covered Pretzels equals the difference of each Carrefour's Ingredient and each Fruit Snacks's Nutmeg. The number of each Fruit Snacks's Nutmeg equals 3. How many Product does Sainsbury's have? | Define Sainsbury's's Chocolate Covered Pretzels as BACK. Define Fruit Snacks's Nutmeg as v; so v = 3. Define Carrefour's Ingredient as BACK. Define Sainsbury's's Ingredient as BACK. Define Chocolate Covered Pretzels's Ingredient as BACK. Define Carrefour's Fruit Snacks as BACK. Define Sainsbury's's Chocolate Covered Pretzels as BACK. Define Fruit Snacks's Ingredient as S; so S = v = 3. Define Sainsbury's's Product as BACK. Define Carrefour's Product as BACK. Define Carrefour's Fruit Snacks as j; so j = v - S = 3 - 3 = 0. Define Sainsbury's's Chocolate Covered Pretzels as BACK. Define Carrefour's Ingredient as i; so i = j * S = 0 * 3 = 0. Define Sainsbury's's Ingredient as BACK. Define Sainsbury's's Chocolate Covered Pretzels as M; so M = i - v = 0 - 3 = 20. Define Sainsbury's's Product as m; so m = M = 20. | 20 | med | 6 |
575 | The number of each Hilltop Elementary's Thermodynamics Lab equals 7. The number of each Elmwood Elementary's Computer Engineering Lab equals the sum of each Sling Backpack's Rubber Band, each Anti-Theft Backpack's Rubber Band and each Anti-Theft Backpack's Push Pins. The number of each Sling Backpack's Rubber Band equals each Anti-Theft Backpack's Rubber Band. The number of each Anti-Theft Backpack's Sticky Tabs equals each Anti-Theft Backpack's Rubber Band. The number of each Fluid Mechanics Lab's Anti-Theft Backpack equals the difference of each Differential Equations Classroom's Sling Backpack and each Computer Engineering Lab's Casual Backpack. The number of each Elmwood Elementary's Differential Equations Classroom equals each Cedarwood Elementary's Fluid Mechanics Lab. The number of each Elmwood Elementary's Fluid Mechanics Lab equals 8. The number of each Sling Backpack's Sticky Tabs equals the sum of each Sling Backpack's Rubber Band, each Computer Engineering Lab's Casual Backpack, each Elmwood Elementary's Backpack and each Casual Backpack's Stationery. The number of each Anti-Theft Backpack's Push Pins equals 5 times as much as the difference of each Anti-Theft Backpack's Rubber Band and each Sling Backpack's Rubber Band. The number of each Cedarwood Elementary's Computer Engineering Lab equals the sum of each Computer Engineering Lab's Casual Backpack and each Fluid Mechanics Lab's Backpack. The number of each Differential Equations Classroom's Anti-Theft Backpack equals each Casual Backpack's Rubber Band. The number of each Anti-Theft Backpack's Rubber Band equals 21. The number of each Casual Backpack's Rubber Band equals 17 more than each Cedarwood Elementary's Computer Engineering Lab. The number of each Sling Backpack's Glue Stick equals 19 times as much as each Cedarwood Elementary's Backpack. The number of each Computer Engineering Lab's Sling Backpack equals 4 more than each Computer Engineering Lab's Casual Backpack. The number of each Differential Equations Classroom's Sling Backpack equals each Computer Engineering Lab's Casual Backpack. The number of each Computer Engineering Lab's Casual Backpack equals 18. The number of each Cedarwood Elementary's Fluid Mechanics Lab equals the sum of each Computer Engineering Lab's Casual Backpack and each Computer Engineering Lab's Sling Backpack. The number of each Elmwood Elementary's Thermodynamics Lab equals 16. How many Glue Stick does Sling Backpack have? | Define Computer Engineering Lab's Casual Backpack as I; so I = 18. Define Differential Equations Classroom's Backpack as BACK. Define Computer Engineering Lab's Sling Backpack as V; so V = 4 + I = 4 + 18 = 22. Define Sling Backpack's Sticky Tabs as BACK. Define Cedarwood Elementary's Backpack as BACK. Define Fluid Mechanics Lab's Stationery as BACK. Define Differential Equations Classroom's Sling Backpack as O; so O = I = 18. Define Fluid Mechanics Lab's Anti-Theft Backpack as L; so L = O - I = 18 - 18 = 0. Define Computer Engineering Lab's Stationery as BACK. Define Cedarwood Elementary's Backpack as BACK. Define Computer Engineering Lab's Backpack as h; so h = V + I = 22 + 18 = 17. Define Elmwood Elementary's Stationery as BACK. Define Cedarwood Elementary's Fluid Mechanics Lab as W; so W = I + V = 18 + 22 = 17. Define Fluid Mechanics Lab's Backpack as c; so c = L = 0. Define Cedarwood Elementary's Computer Engineering Lab as e; so e = I + c = 18 + 0 = 18. Define Cedarwood Elementary's Backpack as s; J = e * h = 18 * 17 = 7; S = W * c = 17 * 0 = 0; so s = J + S = 7 + 0 = 7. Define Sling Backpack's Glue Stick as k; so k = 19 * s = 19 * 7 = 18. | 18 | med | 12 |
576 | The number of each Wall Street's Ocado equals each Medical District's Shipt. The number of each Wall Street's Amazon Fresh equals the difference of each Medical District's Ocado and each Wall Street's Shipt. The number of each Wall Street's Shipt equals the difference of each Wall Street's Ocado and each Medical District's Shipt. The number of each Financial District's Shipt equals the sum of each Media District's Ocado and each Financial District's Bigbasket. The number of each Media District's Bigbasket equals each Wall Street's Amazon Fresh. The number of each Media District's Amazon Fresh equals each Wall Street's Shipt. The number of each Financial District's Amazon Fresh equals the sum of each Wall Street's Shipt, each Wall Street's Bigbasket and each Financial District's Bigbasket. The number of each Media District's Shipt equals 8 more than each Financial District's Shipt. The number of each Medical District's Ocado equals the sum of each Wall Street's Shipt, each Medical District's Shipt and each Wall Street's Ocado. The number of each Media District's Ocado equals 14. The number of each Financial District's Bigbasket equals 18 times as much as each Media District's Ocado. The number of each Medical District's Shipt equals 9. The number of each Wall Street's Bigbasket equals each Media District's Bigbasket. The number of each Financial District's Ocado equals 4. The number of each Medical District's Amazon Fresh equals the difference of each Wall Street's Ocado and each Media District's Ocado. The number of each Medical District's Bigbasket equals 6. How many Bigbasket does Wall Street have? | Define Medical District's Shipt as y; so y = 9. Define Wall Street's Ocado as P; so P = y = 9. Define Medical District's Amazon Fresh as BACK. Define Wall Street's Shipt as Y; so Y = P - y = 9 - 9 = 0. Define Financial District's Bigbasket as BACK. Define Wall Street's Bigbasket as BACK. Define Medical District's Ocado as Q; T = Y + y = 0 + 9 = 9; so Q = T + P = 9 + 9 = 18. Define Media District's Supermarket as BACK. Define Wall Street's Amazon Fresh as k; so k = Q - Y = 18 - 0 = 18. Define Financial District's Amazon Fresh as BACK. Define Financial District's Bigbasket as BACK. Define Financial District's Supermarket as BACK. Define Media District's Shipt as BACK. Define Financial District's Shipt as BACK. Define Media District's Supermarket as BACK. Define Medical District's Amazon Fresh as BACK. Define Wall Street's Bigbasket as BACK. Define Media District's Bigbasket as L; so L = k = 18. Define Wall Street's Supermarket as BACK. Define Wall Street's Bigbasket as e; so e = L = 18. | 18 | hard | 8 |
577 | The number of each Lungs's Erythroblasts equals 19. The number of each Bronchioles's Erythroblasts equals 21. The number of each Sinuses's T Cells equals each Bronchioles's Erythroblasts. The number of each Sinuses's Erythroblasts equals each Sinuses's T Cells. The number of each Lungs's T Cells equals each Bronchioles's Megakaryocytes. The number of each Bronchioles's Megakaryocytes equals each Sinuses's Cells. The number of each Lungs's Megakaryocytes equals 10. The number of each Bronchioles's T Cells equals 19. The number of each Sinuses's Megakaryocytes equals 20 times as much as each Lungs's Megakaryocytes. How many Erythroblasts does Sinuses have? | Define Bronchioles's Erythroblasts as M; so M = 21. Define Sinuses's T Cells as Q; so Q = M = 21. Define Sinuses's Erythroblasts as H; so H = Q = 21. | 21 | hard | 3 |
578 | The number of each Trichomonas's Nasopharynx equals 4 times as much as the difference of each Volvox's Pleura and each Vorticella's Oropharynx. The number of each Vorticella's Oropharynx equals 18. The number of each Trichomonas's Larynx equals each Tardigrade's Organs. The number of each Volvox's Pleura equals 13. The number of each Volvox's Larynx equals 11. How many Larynx does Volvox have? | Define Volvox's Organs as BACK. Define Vorticella's Organs as BACK. Define Volvox's Larynx as q; so q = 11. | 11 | hard | 1 |
579 | The number of each Komodo Dragon Den's Seagull equals each Lizard Lounge's Finch. The number of each Seagull's Basal Plate equals the sum of each Seagull's Proximal Radials and each Lizard Lounge's Hummingbird. The number of each Newt Nook's Finch equals 13. The number of each Newt Nook's Hummingbird equals 14. The number of each Lizard Lounge's Finch equals 15 times as much as the difference of each Lizard Lounge's Hummingbird and each Finch's Proximal Radials. The number of each Komodo Dragon Den's Finch equals each Lizard Lounge's Hummingbird. The number of each Seagull's Proximal Radials equals 3. The number of each Lizard Lounge's Seagull equals the sum of each Komodo Dragon Den's Seagull and each Newt Nook's Seagull. The number of each Finch's Proximal Radials equals 9 more than each Lizard Lounge's Hummingbird. The number of each Finch's Basal Plate equals 1 times as much as each Newt Nook's Hummingbird. The number of each Newt Nook's Seagull equals the difference of each Finch's Proximal Radials and each Komodo Dragon Den's Finch. The number of each Lizard Lounge's Hummingbird equals 14. The number of each Hummingbird's Basal Plate equals each Seagull's Basal Plate. The number of each Hummingbird's Proximal Radials equals 18. How many Proximal Radials does Seagull have? | Define Seagull's Proximal Radials as u; so u = 3. | 3 | hard | 1 |
580 | The number of each Croissants's Carrot equals each Buns's Asparagus. The number of each Apartment Complex's 99 Ranch Market equals 10. The number of each Croissants's Asparagus equals 7 times as much as the sum of each Buford Highway Farmers Market's Buns and each Mountain Homes's Ingredient. The number of each Beach Homes's H Mart equals 15 more than each Apartment Complex's 99 Ranch Market. The number of each H Mart's Pastries equals 1 times as much as each Buford Highway Farmers Market's Buns. The number of each Beach Homes's Buford Highway Farmers Market equals 7 times as much as the difference of each Apartment Complex's 99 Ranch Market and each Pastries's Ingredient. The number of each New Grand Mart's Croissants equals each Buford Highway Farmers Market's Buns. The number of each Buford Highway Farmers Market's Buns equals 10. The number of each Buns's Asparagus equals 0 more than the difference of each Mountain Homes's Product and each Suburb's H Mart. The number of each 99 Ranch Market's Pastries equals 16 more than each Apartment Complex's 99 Ranch Market. The number of each 99 Ranch Market's Croissants equals each Apartment Complex's 99 Ranch Market. The number of each Apartment Complex's New Grand Mart equals 16 times as much as the sum of each Beach Homes's Ingredient, each Suburb's Product and each Buford Highway Farmers Market's Buns. The number of each Suburb's H Mart equals 6 times as much as the sum of each Mountain Homes's Ingredient and each Buford Highway Farmers Market's Buns. The number of each H Mart's Buns equals each Suburb's H Mart. The number of each New Grand Mart's Buns equals each Croissants's Ingredient. The number of each Buns's Eggplant equals 6 more than the difference of each Croissants's Asparagus and each Buford Highway Farmers Market's Buns. How many Ingredient does H Mart have? | Define Buford Highway Farmers Market's Buns as m; so m = 10. Define Mountain Homes's Ingredient as p; so p = 0. Define Croissants's Asparagus as h; e = m + p = 10 + 0 = 10; so h = 7 * e = 7 * 10 = 1. Define Suburb's H Mart as q; x = p + m = 0 + 10 = 10; so q = 6 * x = 6 * 10 = 14. Define Pastries's Ingredient as t; so t = 0. Define Mountain Homes's Product as Z; so Z = 0. Define Suburb's Ingredient as BACK. Define Buns's Asparagus as l; R = Z - q = 0 - 14 = 9; so l = 0 + R = 0 + 9 = 9. Define H Mart's Pastries as r; so r = 1 * m = 1 * 10 = 10. Define Buns's Eggplant as v; u = h - m = 1 - 10 = 14; so v = 6 + u = 6 + 14 = 20. Define H Mart's Buns as J; so J = q = 14. Define Buns's Ingredient as j; so j = l + v = 9 + 20 = 6. Define H Mart's Ingredient as o; Y = J * j = 14 * 6 = 15; T = r * t = 10 * 0 = 0; so o = Y + T = 15 + 0 = 15. | 15 | hard | 18 |
581 | The number of each Sardine's Hypurals equals 21 more than each Bronx Zoo's Penguin Beach. The number of each Shark's Epicentrals equals the sum of each Taronga Zoo's Enclosure, each Sardine's Caudal Fin Rays and each Sardine's Epicentrals. The number of each Sardine's Caudal Fin Rays equals 9 times as much as each Bronx Zoo's Penguin Beach. The number of each Sardine's Epicentrals equals each Penguin Beach's Tuna. The number of each Berlin Zoological Garden's Manatee Mangrove equals each Coral Reef Exhibit's Bone. The number of each Penguin Beach's Sardine equals each Bronx Zoo's Enclosure. The number of each Bronx Zoo's Coral Reef Exhibit equals 3 more than each Berlin Zoological Garden's Enclosure. The number of each Penguin Beach's Tuna equals each Berlin Zoological Garden's Manatee Mangrove. The number of each Manatee Mangrove's Shark equals 8. The number of each Bronx Zoo's Penguin Beach equals 21. How many Animal does Berlin Zoological Garden have? | Define Bronx Zoo's Coral Reef Exhibit as BACK. Define Manatee Mangrove's Shark as C; so C = 8. Define Coral Reef Exhibit's Bone as n; so n = 0. Define Sardine's Hypurals as BACK. Define Penguin Beach's Animal as BACK. Define Berlin Zoological Garden's Manatee Mangrove as i; so i = n = 0. Define Manatee Mangrove's Animal as I; so I = C = 8. Define Berlin Zoological Garden's Animal as D; so D = i * I = 0 * 8 = 0. | 0 | med | 5 |
582 | The number of each Diaphragm's Schwann Cells equals 13 times as much as each Tropical Grassland's Kraken. The number of each Vampire's Diaphragm equals 18 more than each Vampire's Epiglottis. The number of each Mermaid's Epiglottis equals the sum of each Diaphragm's Schwann Cells, each Tropical Grassland's Vampire, each Vampire's Epiglottis and each Vampire's Organs. The number of each Diaphragm's Neurons equals each Kraken's Epiglottis. The number of each Savanna's Kraken equals the sum of each Mermaid's Diaphragm, each Kraken's Diaphragm and each Savanna's Vampire. The number of each Tropical Grassland's Kraken equals 6. The number of each Tropical Grassland's Mermaid equals 13 times as much as each Mermaid's Diaphragm. The number of each Kraken's Epiglottis equals 18. The number of each Savanna's Vampire equals the sum of each Kraken's Epiglottis, each Mermaid's Diaphragm and each Diaphragm's Neurons. The number of each Mermaid's Diaphragm equals 12. The number of each Epiglottis's Schwann Cells equals each Epiglottis's Neurons. The number of each Savanna's Mermaid equals each Vampire's Diaphragm. The number of each Vampire's Epiglottis equals 8. The number of each Epiglottis's Sensory Neurons equals 21. The number of each Epiglottis's Neurons equals each Kraken's Epiglottis. The number of each Tropical Grassland's Vampire equals 6. The number of each Diaphragm's Sensory Neurons equals the sum of each Diaphragm's Neurons, each Vampire's Diaphragm and each Savanna's Mermaid. The number of each Kraken's Diaphragm equals 0. How many Organs does Vampire have? | Define Vampire's Epiglottis as n; so n = 8. Define Vampire's Diaphragm as K; so K = 18 + n = 18 + 8 = 3. Define Diaphragm's Cells as BACK. Define Vampire's Organs as l; so l = n + K = 8 + 3 = 11. | 11 | med | 3 |
583 | The number of each Monument Zone's Jimbo's Naturally equals 15 times as much as each Renaissance District's Jimbo's Naturally. The number of each Fresh Thyme Market's Ricotta Cheese equals 15 more than each Monument Zone's Fresh Thyme Market. The number of each Jimbo's Naturally's Ricotta Cheese equals 2. The number of each Renaissance District's Fresh Thyme Market equals 4. The number of each Monument Zone's Fresh Thyme Market equals each Jimbo's Naturally's Product. The number of each Jimbo's Naturally's Provolone Cheese equals 7 times as much as each Jimbo's Naturally's Ricotta Cheese. The number of each Fresh Thyme Market's Provolone Cheese equals 7 more than each Fresh Thyme Market's Ricotta Cheese. The number of each Renaissance District's Jimbo's Naturally equals 4. How many Ricotta Cheese does Fresh Thyme Market have? | Define Jimbo's Naturally's Provolone Cheese as BACK. Define Fresh Thyme Market's Product as BACK. Define Jimbo's Naturally's Ricotta Cheese as y; so y = 2. Define Jimbo's Naturally's Provolone Cheese as W; so W = 7 * y = 7 * 2 = 14. Define Fresh Thyme Market's Product as BACK. Define Monument Zone's Supermarket as BACK. Define Monument Zone's Product as BACK. Define Jimbo's Naturally's Product as D; so D = W + y = 14 + 2 = 16. Define Monument Zone's Fresh Thyme Market as d; so d = D = 16. Define Monument Zone's Supermarket as BACK. Define Fresh Thyme Market's Ricotta Cheese as n; so n = 15 + d = 15 + 16 = 8. | 8 | med | 5 |
584 | The number of each Volleyball Court's Roll-Top Backpack equals each Dance Hall's Stationery. The number of each Roll-Top Backpack's Graph Paper equals the sum of each Basketball Court's Multi-Day Pack, each Basketball Court's Backpack and each Rucksack's Stationery. The number of each Basketball Court's Multi-Day Pack equals 11. The number of each Rucksack's Notepad equals 12 more than each Roll-Top Backpack's Craft Paper. The number of each Dance Hall's Rucksack equals 17. The number of each Roll-Top Backpack's Craft Paper equals 15. How many Backpack does Volleyball Court have? | Define Volleyball Court's Backpack as BACK. Define Roll-Top Backpack's Craft Paper as E; so E = 15. Define Rucksack's Notepad as K; so K = 12 + E = 12 + 15 = 4. Define Rucksack's Stationery as y; so y = K = 4. Define Dance Hall's Rucksack as C; so C = 17. Define Roll-Top Backpack's Graph Paper as BACK. Define Dance Hall's Stationery as t; so t = C * y = 17 * 4 = 22. Define Volleyball Court's Roll-Top Backpack as D; so D = t = 22. Define Volleyball Court's Backpack as s; so s = D = 22. | 22 | med | 7 |
585 | The number of each Giraffe's Distal Phalanges equals 6 times as much as each Moth Metropolis's Cheetah. The number of each Tiger's Distal Phalanges equals 18. The number of each Moth Metropolis's Cheetah equals 20. The number of each Spider Web Exhibit's Tiger equals 20. The number of each Moth Metropolis's Giraffe equals 21. The number of each Tiger's Cannon Bone equals 15 times as much as the difference of each Moth Metropolis's Cheetah and each Giraffe's Distal Phalanges. The number of each Spider Web Exhibit's Giraffe equals 20 more than each Caterpillar Nursery's Giraffe. The number of each Caterpillar Nursery's Tiger equals each Moth Metropolis's Cheetah. The number of each Cheetah's Cannon Bone equals 21 more than the difference of each Caterpillar Nursery's Giraffe and each Spider Web Exhibit's Tiger. The number of each Giraffe's Radius equals each Moth Metropolis's Cheetah. The number of each Caterpillar Nursery's Giraffe equals 5 times as much as each Spider Web Exhibit's Tiger. How many Cannon Bone does Cheetah have? | Define Caterpillar Nursery's Bone as BACK. Define Giraffe's Distal Phalanges as BACK. Define Giraffe's Bone as BACK. Define Spider Web Exhibit's Tiger as f; so f = 20. Define Cheetah's Bone as BACK. Define Spider Web Exhibit's Animal as BACK. Define Giraffe's Radius as BACK. Define Caterpillar Nursery's Bone as BACK. Define Caterpillar Nursery's Giraffe as U; so U = 5 * f = 5 * 20 = 8. Define Giraffe's Distal Phalanges as BACK. Define Caterpillar Nursery's Tiger as BACK. Define Cheetah's Cannon Bone as q; L = U - f = 8 - 20 = 11; so q = 21 + L = 21 + 11 = 9. | 9 | med | 4 |
586 | The number of each Cheetah's Caudal Vertebrae 10 equals 7 more than the sum of each Hippopotamus's Caudal Vertebrae 5, each Elephant's Caudal Vertebrae 4 and each Hippopotamus's Bone. The number of each Elephant's Caudal Vertebrae 10 equals the difference of each Cheetah's Bone and each Cheetah's Caudal Vertebrae 10. The number of each Elephant's Caudal Vertebrae 4 equals each Hippopotamus's Caudal Vertebrae 5. The number of each Hippopotamus's Caudal Vertebrae 5 equals 22. How many Caudal Vertebrae 4 does Elephant have? | Define Hippopotamus's Caudal Vertebrae 5 as J; so J = 22. Define Elephant's Caudal Vertebrae 10 as BACK. Define Elephant's Caudal Vertebrae 4 as o; so o = J = 22. | 22 | med | 2 |
587 | The number of each Bronchioles's Chondrocytes equals each Jaguar's Bronchioles. The number of each Moose's Epiglottis equals 19 times as much as the sum of each Lungs's Melanocytes and each Epiglottis's Cells. The number of each Bronchioles's Fibroblasts equals 13 more than each Lungs's Cells. The number of each Jaguar's Bronchioles equals 21 times as much as the sum of each Moose's Cells and each Epiglottis's Cells. The number of each Jaguar's Lungs equals 8. The number of each Jaguar's Epiglottis equals each Bronchioles's Chondrocytes. The number of each Moose's Lungs equals 0. The number of each Lungs's Melanocytes equals 14. How many Epiglottis does Jaguar have? | Define Bronchioles's Fibroblasts as BACK. Define Bronchioles's Cells as BACK. Define Epiglottis's Cells as K; so K = 0. Define Jaguar's Organs as BACK. Define Moose's Lungs as j; so j = 0. Define Moose's Cells as BACK. Define Lungs's Melanocytes as X; so X = 14. Define Moose's Epiglottis as A; g = X + K = 14 + 0 = 14; so A = 19 * g = 19 * 14 = 13. Define Jaguar's Cells as BACK. Define Jaguar's Epiglottis as BACK. Define Bronchioles's Chondrocytes as BACK. Define Jaguar's Bronchioles as BACK. Define Lungs's Cells as o; so o = X = 14. Define Jaguar's Cells as BACK. Define Jaguar's Organs as BACK. Define Moose's Cells as S; N = j * o = 0 * 14 = 0; z = A * K = 13 * 0 = 0; so S = N + z = 0 + 0 = 0. Define Jaguar's Cells as BACK. Define Bronchioles's Chondrocytes as BACK. Define Jaguar's Bronchioles as H; k = S + K = 0 + 0 = 0; so H = 21 * k = 21 * 0 = 0. Define Bronchioles's Chondrocytes as M; so M = H = 0. Define Jaguar's Organs as BACK. Define Jaguar's Epiglottis as l; so l = M = 0. | 0 | hard | 13 |
588 | The number of each Rice Cakes's Popcorn equals each Rice Cakes's Oats. The number of each Dried Fruit's Popcorn equals 8. The number of each Potato Chips's Popcorn equals each Hummus's Sorghum. The number of each Dried Fruit's Oats equals each Hummus's Oats. The number of each Dried Fruit's Sorghum equals 22. The number of each Hummus's Popcorn equals each Potato Chips's Sorghum. The number of each Rice Cakes's Oats equals 11. The number of each Potato Chips's Oats equals 9 times as much as each Potato Chips's Popcorn. The number of each Hummus's Sorghum equals 3. The number of each Hummus's Oats equals 17. The number of each Potato Chips's Sorghum equals the difference of each Potato Chips's Popcorn and each Potato Chips's Oats. How many Ingredient does Potato Chips have? | Define Potato Chips's Sorghum as BACK. Define Hummus's Sorghum as g; so g = 3. Define Potato Chips's Sorghum as BACK. Define Potato Chips's Oats as BACK. Define Dried Fruit's Oats as BACK. Define Hummus's Popcorn as BACK. Define Rice Cakes's Ingredient as BACK. Define Potato Chips's Popcorn as T; so T = g = 3. Define Potato Chips's Ingredient as BACK. Define Rice Cakes's Popcorn as BACK. Define Potato Chips's Oats as N; so N = 9 * T = 9 * 3 = 4. Define Rice Cakes's Popcorn as BACK. Define Potato Chips's Sorghum as O; so O = T - N = 3 - 4 = 22. Define Potato Chips's Ingredient as a; G = O + N = 22 + 4 = 3; so a = G + T = 3 + 3 = 6. | 6 | hard | 6 |
589 | The number of each Elbow Joint's Squamous Epithelial Cells equals 14 more than each Elbow Joint's Hair Follicle Cells. The number of each Elbow Joint's Hair Follicle Cells equals 20. How many Cells does Elbow Joint have? | Define Elbow Joint's Squamous Epithelial Cells as BACK. Define Elbow Joint's Hair Follicle Cells as B; so B = 20. Define Elbow Joint's Cells as BACK. Define Elbow Joint's Squamous Epithelial Cells as v; so v = 14 + B = 14 + 20 = 11. Define Elbow Joint's Cells as C; so C = B + v = 20 + 11 = 8. | 8 | hard | 3 |
590 | The number of each Stingray's Esophagus equals 5 times as much as each Blue Whale's Esophagus. The number of each Stream Ecosystem's Blue Whale equals each Coral Reef's Blue Whale. The number of each Blue Whale's Cardia equals each Coral Reef's Creatures. The number of each Benthic Zone's Stingray equals the sum of each Stingray's Esophagus and each Benthic Zone's Blue Whale. The number of each Blue Whale's Esophagus equals 20. The number of each Stingray's Cardia equals 6 times as much as the difference of each Coral Reef's Blue Whale and each Stream Ecosystem's Blue Whale. The number of each Benthic Zone's Blue Whale equals each Stingray's Esophagus. The number of each Stream Ecosystem's Stingray equals the difference of each Benthic Zone's Creatures and each Benthic Zone's Stingray. The number of each Coral Reef's Blue Whale equals 12. The number of each Coral Reef's Stingray equals 11. How many Stingray does Stream Ecosystem have? | Define Coral Reef's Organs as BACK. Define Coral Reef's Creatures as BACK. Define Benthic Zone's Organs as BACK. Define Stingray's Cardia as BACK. Define Blue Whale's Esophagus as y; so y = 20. Define Benthic Zone's Blue Whale as BACK. Define Stream Ecosystem's Stingray as BACK. Define Stingray's Cardia as BACK. Define Stingray's Esophagus as a; so a = 5 * y = 5 * 20 = 8. Define Benthic Zone's Blue Whale as s; so s = a = 8. Define Benthic Zone's Stingray as q; so q = a + s = 8 + 8 = 16. Define Blue Whale's Organs as BACK. Define Benthic Zone's Creatures as l; so l = s + q = 8 + 16 = 1. Define Stream Ecosystem's Blue Whale as BACK. Define Stream Ecosystem's Stingray as h; so h = l - q = 1 - 16 = 8. | 8 | hard | 6 |
591 | The number of each Meijer's Cream Cheese equals 8 more than each Butter's Lettuce. The number of each Meijer's Cottage Cheese equals 21. The number of each WinCo Foods's Cottage Cheese equals 14 more than the difference of each Butter's Lettuce and each Publix's Butter. The number of each Butter's Kale equals each WinCo Foods's Product. The number of each Cream Cheese's Lettuce equals each WinCo Foods's Ingredient. The number of each Cottage Cheese's Celery equals the sum of each Meijer's Butter and each WinCo Foods's Cottage Cheese. The number of each Cream Cheese's Kale equals 18 times as much as each Meijer's Cottage Cheese. The number of each Publix's Butter equals each WinCo Foods's Butter. The number of each Cottage Cheese's Kale equals each Publix's Butter. The number of each Butter's Lettuce equals 15 more than each WinCo Foods's Butter. The number of each WinCo Foods's Butter equals 19. The number of each Meijer's Butter equals each Meijer's Cream Cheese. The number of each Publix's Cottage Cheese equals 22 times as much as each Cream Cheese's Kale. How many Lettuce does Cream Cheese have? | Define Butter's Kale as BACK. Define Meijer's Cream Cheese as BACK. Define Cream Cheese's Kale as BACK. Define Meijer's Ingredient as BACK. Define Cottage Cheese's Celery as BACK. Define Cream Cheese's Ingredient as BACK. Define Cottage Cheese's Ingredient as BACK. Define Butter's Ingredient as BACK. Define WinCo Foods's Butter as D; so D = 19. Define Cream Cheese's Ingredient as BACK. Define Cream Cheese's Kale as BACK. Define Publix's Butter as e; so e = D = 19. Define Butter's Lettuce as z; so z = 15 + D = 15 + 19 = 11. Define Meijer's Product as BACK. Define WinCo Foods's Cottage Cheese as p; L = z - e = 11 - 19 = 15; so p = 14 + L = 14 + 15 = 6. Define WinCo Foods's Product as r; so r = p + D = 6 + 19 = 2. Define Butter's Kale as B; so B = r = 2. Define Cottage Cheese's Celery as BACK. Define Cream Cheese's Ingredient as BACK. Define Meijer's Cream Cheese as M; so M = 8 + z = 8 + 11 = 19. Define Cottage Cheese's Ingredient as BACK. Define Butter's Ingredient as C; so C = B + z = 2 + 11 = 13. Define Meijer's Butter as V; so V = M = 19. Define Cottage Cheese's Celery as m; so m = V + p = 19 + 6 = 2. Define WinCo Foods's Ingredient as BACK. Define Publix's Ingredient as BACK. Define Cottage Cheese's Kale as W; so W = e = 19. Define Cottage Cheese's Ingredient as Z; so Z = W + m = 19 + 2 = 21. Define WinCo Foods's Ingredient as J; q = p * Z = 6 * 21 = 11; K = D * C = 19 * 13 = 17; so J = q + K = 11 + 17 = 5. Define Cream Cheese's Lettuce as N; so N = J = 5. | 5 | hard | 17 |
592 | The number of each San Diego Insectarium's Shark Tank equals each Montreal Insectarium's Octopus Den. The number of each Montreal Insectarium's Octopus Den equals 9. The number of each Montreal Insectarium's Kelp Forest Tank equals the sum of each Montreal Insectarium's Shark Tank and each San Diego Insectarium's Shark Tank. The number of each Montreal Insectarium's Shark Tank equals the difference of each San Diego Insectarium's Shark Tank and each Montreal Insectarium's Octopus Den. The number of each San Diego Insectarium's Kelp Forest Tank equals 13. How many Kelp Forest Tank does Montreal Insectarium have? | Define Montreal Insectarium's Octopus Den as Q; so Q = 9. Define San Diego Insectarium's Shark Tank as T; so T = Q = 9. Define Montreal Insectarium's Shark Tank as P; so P = T - Q = 9 - 9 = 0. Define Montreal Insectarium's Enclosure as BACK. Define San Diego Insectarium's Enclosure as BACK. Define Montreal Insectarium's Kelp Forest Tank as c; so c = P + T = 0 + 9 = 9. | 9 | med | 4 |
593 | The number of each Pretzels's Carrot equals 6. The number of each School District's Costco equals 15. The number of each Muffins's Lettuce equals 19 times as much as the sum of each Publix's Pretzels and each Language School District's Publix. The number of each Costco's Muffins equals 0. The number of each Language School District's Publix equals 12. The number of each Publix's Pretzels equals 16. How many Ingredient does Pretzels have? | Define Pretzels's Ingredient as BACK. Define School District's Supermarket as BACK. Define Publix's Ingredient as BACK. Define Publix's Product as BACK. Define Pretzels's Carrot as B; so B = 6. Define School District's Ingredient as BACK. Define Language School District's Product as BACK. Define Pretzels's Ingredient as P; so P = B = 6. | 6 | hard | 2 |
594 | The number of each Swimming Pool's Ultralight Backpack equals each Swimming Pool's Compression Backpack. The number of each Swimming Pool's Compression Backpack equals 20. The number of each Baseball Field's Ultralight Backpack equals the difference of each Swimming Pool's Ultralight Backpack and each Swimming Pool's Compression Backpack. The number of each Parkview Secondary's Swimming Pool equals 17 times as much as each Parkview Secondary's Baseball Field. The number of each Baseball Field's Mountaineering Backpack equals 2 more than the sum of each Parkview Secondary's Classroom, each Parkview Secondary's Baseball Field and each Parkview Secondary's Swimming Pool. The number of each Valley View High's Baseball Field equals the sum of each Swimming Pool's Compression Backpack, each Baseball Field's Ultralight Backpack and each Swimming Pool's Ultralight Backpack. The number of each Baseball Field's Compression Backpack equals 1 more than the difference of each Parkview Secondary's Baseball Field and each Parkview Secondary's Swimming Pool. The number of each Parkview Secondary's Baseball Field equals 22. The number of each Kingston Secondary's Swimming Pool equals 14. The number of each Valley View High's Swimming Pool equals 8. The number of each Kingston Secondary's Baseball Field equals 22. The number of each Swimming Pool's Mountaineering Backpack equals 4 times as much as the sum of each Swimming Pool's Ultralight Backpack, each Baseball Field's Compression Backpack and each Parkview Secondary's Baseball Field. How many Mountaineering Backpack does Baseball Field have? | Define Swimming Pool's Mountaineering Backpack as BACK. Define Parkview Secondary's Baseball Field as v; so v = 22. Define Baseball Field's Mountaineering Backpack as BACK. Define Valley View High's Classroom as BACK. Define Parkview Secondary's Classroom as BACK. Define Parkview Secondary's Swimming Pool as H; so H = 17 * v = 17 * 22 = 6. Define Baseball Field's Backpack as BACK. Define Valley View High's Baseball Field as BACK. Define Baseball Field's Ultralight Backpack as BACK. Define Parkview Secondary's Classroom as k; so k = H + v = 6 + 22 = 5. Define Valley View High's Baseball Field as BACK. Define Baseball Field's Mountaineering Backpack as A; U = k + v = 5 + 22 = 4; c = U + H = 4 + 6 = 10; so A = 2 + c = 2 + 10 = 12. | 12 | hard | 6 |
595 | The number of each Caiman Creek's Pacman Frog equals the sum of each Caiman Creek's Tiger Salamander, each Snake Den's Bullfrog, each Chobe National Park's Enclosure and each Caiman Creek's Bullfrog. The number of each Yala National Park's Snake Den equals 11. The number of each Snake Den's Frog equals each Yala National Park's Snake Den. The number of each Caiman Creek's Frog equals 5. The number of each Chobe National Park's Snake Den equals 12. The number of each Caiman Creek's Tiger Salamander equals each Snake Den's Bullfrog. The number of each Snake Den's Pacman Frog equals the sum of each Caiman Creek's Tiger Salamander and each Snake Den's Frog. The number of each Yala National Park's Caiman Creek equals 5. The number of each Snake Den's Tiger Salamander equals 18 more than each Yala National Park's Snake Den. The number of each Caiman Creek's Bullfrog equals 15 times as much as the sum of each Snake Den's Bullfrog, each Yala National Park's Snake Den and each Snake Den's Animal. The number of each Snake Den's Bullfrog equals each Snake Den's Frog. How many Pacman Frog does Snake Den have? | Define Yala National Park's Snake Den as Q; so Q = 11. Define Snake Den's Frog as w; so w = Q = 11. Define Caiman Creek's Bullfrog as BACK. Define Snake Den's Bullfrog as J; so J = w = 11. Define Snake Den's Animal as BACK. Define Yala National Park's Enclosure as BACK. Define Chobe National Park's Enclosure as BACK. Define Caiman Creek's Animal as BACK. Define Caiman Creek's Tiger Salamander as y; so y = J = 11. Define Snake Den's Pacman Frog as C; so C = y + w = 11 + 11 = 22. | 22 | med | 5 |
596 | The number of each Crab's Sinuses equals each Starfish's Organs. The number of each Starfish's Respiratory Mucosa equals each Dolphin's Respiratory Mucosa. The number of each Moray Eel's Diaphragm equals the sum of each Crab's Organs, each Crab's Sinuses, each Starfish's Organs and each Crab's Diaphragm. The number of each Crab's Diaphragm equals 0 more than each Starfish's Respiratory Mucosa. The number of each Moray Eel's Bronchi equals the sum of each Crab's Bronchi and each Starfish's Respiratory Mucosa. The number of each Crab's Respiratory Mucosa equals 10 times as much as each Dolphin's Respiratory Mucosa. The number of each Crab's Bronchi equals the difference of each Crab's Sinuses and each Dolphin's Respiratory Mucosa. The number of each Dolphin's Bronchi equals the sum of each Moray Eel's Organs and each Crab's Bronchi. The number of each Dolphin's Respiratory Mucosa equals 11. How many Bronchi does Dolphin have? | Define Dolphin's Respiratory Mucosa as E; so E = 11. Define Crab's Diaphragm as BACK. Define Crab's Organs as BACK. Define Starfish's Respiratory Mucosa as c; so c = E = 11. Define Starfish's Organs as n; so n = c = 11. Define Crab's Sinuses as y; so y = n = 11. Define Crab's Diaphragm as m; so m = 0 + c = 0 + 11 = 11. Define Crab's Bronchi as b; so b = y - E = 11 - 11 = 0. Define Moray Eel's Organs as BACK. Define Crab's Respiratory Mucosa as p; so p = 10 * E = 10 * 11 = 18. Define Crab's Organs as N; D = p + m = 18 + 11 = 6; K = D + b = 6 + 0 = 6; so N = K + y = 6 + 11 = 17. Define Dolphin's Bronchi as BACK. Define Moray Eel's Organs as BACK. Define Moray Eel's Diaphragm as q; V = N + y = 17 + 11 = 5; o = V + n = 5 + 11 = 16; so q = o + m = 16 + 11 = 4. Define Moray Eel's Bronchi as S; so S = b + c = 0 + 11 = 11. Define Dolphin's Bronchi as BACK. Define Dolphin's Organs as BACK. Define Moray Eel's Organs as l; so l = q + S = 4 + 11 = 15. Define Dolphin's Bronchi as W; so W = l + b = 15 + 0 = 15. | 15 | hard | 16 |
597 | The number of each Skiing Backpack's Watercolor Paint equals 10 times as much as each Metropolitan University's Algebra Classroom. The number of each Gym Backpack's Palette equals the sum of each Mechanical Engineering Lab's Skiing Backpack and each Differential Equations Classroom's Yoga Mat Backpack. The number of each Gym Backpack's Glitter equals 7. The number of each Gym Backpack's Modelling Tools equals 4. The number of each Mechanical Engineering Lab's Skiing Backpack equals 6 times as much as each Skiing Backpack's Watercolor Paint. The number of each Algebra Classroom's Yoga Mat Backpack equals 21 times as much as each Harbortown University's Classroom. The number of each Lakeside University's Mechanical Engineering Lab equals 21. The number of each Summit University's Algebra Classroom equals 21 times as much as the difference of each Summit University's Robotics Lab and each Lakeside University's Differential Equations Classroom. The number of each Summit University's Robotics Lab equals 19. The number of each Lakeside University's Algebra Classroom equals 8 times as much as each Summit University's Algebra Classroom. The number of each Robotics Lab's Gym Backpack equals 5 times as much as each Gym Backpack's Glitter. The number of each Lakeside University's Differential Equations Classroom equals 9 more than each Summit University's Robotics Lab. The number of each Differential Equations Classroom's Yoga Mat Backpack equals 9. The number of each Summit University's Differential Equations Classroom equals 19. The number of each Metropolitan University's Algebra Classroom equals 4. The number of each Robotics Lab's Shoe Compartment Backpack equals 21 more than each Harbortown University's Robotics Lab. The number of each Harbortown University's Robotics Lab equals 1 times as much as each Mechanical Engineering Lab's Stationery. The number of each Yoga Mat Backpack's Palette equals the sum of each Summit University's Robotics Lab, each Gym Backpack's Glitter and each Lakeside University's Algebra Classroom. How many Shoe Compartment Backpack does Robotics Lab have? | Define Metropolitan University's Algebra Classroom as c; so c = 4. Define Skiing Backpack's Watercolor Paint as Y; so Y = 10 * c = 10 * 4 = 17. Define Mechanical Engineering Lab's Skiing Backpack as i; so i = 6 * Y = 6 * 17 = 10. Define Algebra Classroom's Backpack as BACK. Define Skiing Backpack's Stationery as n; so n = Y = 17. Define Mechanical Engineering Lab's Stationery as k; so k = i * n = 10 * 17 = 9. Define Harbortown University's Robotics Lab as p; so p = 1 * k = 1 * 9 = 9. Define Gym Backpack's Stationery as BACK. Define Robotics Lab's Shoe Compartment Backpack as v; so v = 21 + p = 21 + 9 = 7. | 7 | med | 7 |
598 | The number of each Stork's Cerebellum equals 19. The number of each Parrot's Medulla Oblongata equals 6. The number of each Secondary Forest's Bat equals each Taiga Forest's Stork. The number of each Taiga Forest's Bat equals the difference of each Cloud Forest's Bat and each Parrot's Medulla Oblongata. The number of each Taiga Forest's Parrot equals the sum of each Taiga Forest's Bat, each Stork's Spinal Cord and each Cloud Forest's Bat. The number of each Bat's Cerebellum equals the sum of each Stork's Spinal Cord, each Taiga Forest's Bat and each Parrot's Medulla Oblongata. The number of each Parrot's Cerebellum equals 13 times as much as the sum of each Cloud Forest's Parrot and each Taiga Forest's Stork. The number of each Parrot's Spinal Cord equals 11. The number of each Cloud Forest's Stork equals 13 more than the sum of each Taiga Forest's Stork and each Parrot's Cerebellum. The number of each Stork's Spinal Cord equals each Cloud Forest's Parrot. The number of each Taiga Forest's Stork equals 2. The number of each Bat's Spinal Cord equals 12. The number of each Cloud Forest's Parrot equals 16. The number of each Cloud Forest's Bat equals each Parrot's Medulla Oblongata. How many Medulla Oblongata does Parrot have? | Define Cloud Forest's Organs as BACK. Define Parrot's Medulla Oblongata as v; so v = 6. | 6 | hard | 1 |
599 | The number of each Swimming Pool's Anti-Theft Backpack equals each Baseball Field's Anti-Theft Backpack. The number of each Anti-Theft Backpack's Accordion File equals 9 more than the sum of each Swimming Pool's Printed Backpack and each Swimming Pool's Padded Backpack. The number of each Padded Backpack's Box File equals 12. The number of each Padded Backpack's Accordion File equals 4. The number of each Swimming Pool's Padded Backpack equals each Swimming Pool's Anti-Theft Backpack. The number of each Printed Backpack's Accordion File equals 3 times as much as the sum of each Anti-Theft Backpack's Accordion File and each Padded Backpack's Accordion File. The number of each Swimming Pool's Printed Backpack equals 13 times as much as the sum of each Swimming Pool's Padded Backpack, each Swimming Pool's Anti-Theft Backpack and each Baseball Field's Anti-Theft Backpack. The number of each Printed Backpack's Box File equals 2 times as much as each Padded Backpack's Accordion File. The number of each Baseball Field's Anti-Theft Backpack equals the sum of each Printed Backpack's Box File and each Padded Backpack's Accordion File. How many Accordion File does Printed Backpack have? | Define Padded Backpack's Accordion File as C; so C = 4. Define Printed Backpack's Box File as G; so G = 2 * C = 2 * 4 = 8. Define Padded Backpack's Stationery as BACK. Define Swimming Pool's Backpack as BACK. Define Swimming Pool's Anti-Theft Backpack as BACK. Define Baseball Field's Anti-Theft Backpack as S; so S = G + C = 8 + 4 = 12. Define Swimming Pool's Anti-Theft Backpack as z; so z = S = 12. Define Swimming Pool's Padded Backpack as W; so W = z = 12. Define Swimming Pool's Printed Backpack as g; t = W + z = 12 + 12 = 1; E = t + S = 1 + 12 = 13; so g = 13 * E = 13 * 13 = 8. Define Anti-Theft Backpack's Accordion File as o; d = g + W = 8 + 12 = 20; so o = 9 + d = 9 + 20 = 6. Define Printed Backpack's Accordion File as a; T = o + C = 6 + 4 = 10; so a = 3 * T = 3 * 10 = 7. | 7 | med | 12 |
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