Runner Movie Night Guide
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Runner movie night
Creamy coffee, a French sandwich and a savory movie-night meal, ending with two small Parisian treats.
The menu, in movie order
- SERVE AT 00:00:30 · Opening Creamy Coffee
- SERVE AT 00:07:23 · Hank’s Croque-Monsieur
- SERVE AT 00:09:20 · Ben’s Lemon-Herb Oysters with Ben’s Sparkling White Grape Juice
- SERVE AT 00:36:08 · Fireball Meatballs
- SERVE AT 00:50:57 · Rat-Chef Ratatouille
- SERVE AT 01:12:28 · Parisian French Macarons
- SERVE AT 01:28:46 · Ben’s Montmartre Chouquettes
Opening Creamy Coffee
Homemade
- 160 ml brewed espresso
- 400 ml whole milk
- Brew 4 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.
- Warm the measured milk until steaming, about 140–150°F. Froth in equipment-sized batches or whisk briskly; do not boil.
- Divide the coffee, milk and foam among 4 small cups. Serve unsweetened at the opening cue.
Quick prep
- 8 tsp instant coffee, regular or decaf
- 160 ml hot water
- 400 ml whole milk
- Dissolve 8 tsp instant coffee in 160 ml hot water; divide among 4 cups.
- Heat milk until steaming, then froth or whisk. Divide milk and foam evenly among the cups.
- Divide the coffee, milk and foam among 4 small cups. Serve unsweetened at the opening cue.
Hank’s Croque-Monsieur
Homemade
- 4 each sliced sandwich bread
- 160 g cooked sliced ham
- 80 g comté cheese
- 180 g cheddar cheese
- 15 g unsalted butter
- 15 g all-purpose flour
- 150 ml whole milk
- 0.5 tsp mustard powder
- Heat oven to 400°F. Melt 15 g butter; stir in 15 g flour for 2 minutes. Whisk in 150 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.
- Toast one side of each bread slice under the broiler. Keep watching.
- Toast bread. Split the Comté and remaining Cheddar together. On half the slices, add a spoonful of sauce, half the cheese mixture and all the ham. Close with remaining slices, toasted sides outward.
- Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 2 sandwiches; serve 4 halves and reserve any spare half.
Quick prep
- 4 each sliced sandwich bread
- 160 g cooked sliced ham
- 120 g cheddar cheese
- 2 each large eggs
- 0.5 tsp mustard powder
- Preheat broiler; lightly toast both sides of the bread.
- Beat eggs and mix with grated cheese, chopped ham and mustard. Divide over toast in a thin, even layer.
- Broil 3–5 minutes, watching closely. The topping must set and reach 160°F; if browning too fast, finish at 350°F. Serve one toast per guest.
Ben’s Lemon-Herb Oysters
Homemade
- 12 each fresh shucked oysters
- 56.5 g unsalted butter
- 14 g fresh parsley
- 14 g fresh basil
- 3 each garlic cloves
- 0.5 each lemon
- 0.125 tsp table salt
- 0.125 tsp black pepper
- Heat oven to 450°F. Drain and inspect 12 oysters for fragments; arrange three per guest in shallow ovenproof dishes.
- Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.
- Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. Serve the warm dishes on cool saucers.
Quick prep
- 160 g canned whole cooked oysters, drained
- 20 g unsalted butter
- 10 ml lemon juice
- 1 tsp dried parsley
- 0.25 tsp garlic powder
- Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 160 g. Check drained yield when buying cans.
- Warm butter, parsley and garlic powder in a covered skillet. Add oysters and heat gently to 165°F, about 5–8 minutes.
- Add lemon juice and divide among 4 small dishes.
Ben’s Sparkling White Grape Juice
Homemade
- 240 ml 100% white grape juice
- 240 ml plain sparkling water
- Chill juice and sparkling water.
- At the invitation cue, gently combine equal amounts, or pour 60 ml of each directly into each glass.
- Serve 120 ml per guest with the oysters. Do not add syrup or sugar.
Quick prep
- 480 ml bottled non-alcoholic sparkling white grape juice
- Chill the sealed bottle.
- Open at the combined oyster course and pour 120 ml into each of 4 small glasses. Refrigerate the remainder.
Fireball Meatballs
Homemade
- 500 g ground beef
- 1 cup crustless white bread, diced
- 120 g onion, grated with juice
- 1 each large eggs
- 15 g fresh parsley
- 4 each garlic cloves
- 25 g parmesan cheese
- 0.875 tsp table salt
- 0.25 tsp black pepper
- 37.5 ml olive oil
- 110 g onion, finely chopped
- 700 g tomato passata
- 120 ml water
- 3 tsp dried Italian herbs
- 1 tsp smoked paprika
- 0.125 tsp chili flakes
- Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 20 equal balls.
- Brown in three-fifths of the measured oil, in uncrowded batches; remove.
- Add the remaining oil, chopped onion and garlic; soften 2–3 minutes. Add passata, water, herbs, paprika, chili and remaining salt.
- Return meatballs; simmer gently 10–15 minutes, turning, until centers reach 160°F. Serve five per guest with sauce.
Quick prep
- 500 g fully cooked frozen meatballs
- 500 g no-added-sugar marinara sauce
- 60 ml water
- 1 tsp smoked paprika
- 0.125 tsp chili flakes
- Combine marinara, water, paprika and chili in a saucepan. Add frozen fully cooked meatballs.
- Cover and simmer gently 20–25 minutes, stirring, or follow the actual package’s longer instructions. Verify 165°F throughout.
- Divide 500 g cooked meatballs and their sauce among 4 servings. Offer extra chili separately.
Rat-Chef Ratatouille
Homemade
- 200 g eggplant, trimmed
- 125 g zucchini, trimmed
- 75 g bell pepper, trimmed
- 75 g onion, sliced
- 2 each garlic cloves
- 30 ml olive oil
- 0.375 tsp table salt
- 100 g fresh tomato
- 397 g crushed tomatoes
- 3.75 ml lemon juice
- 5 g fresh basil
- Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.
- Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.
- Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.
- Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus.
Quick prep
- 200 g pre-cut eggplant
- 125 g pre-cut zucchini
- 75 g pre-cut bell pepper
- 75 g pre-cut onion
- 15 ml olive oil
- 397 g no-added-sugar marinara sauce
- 60 ml water
- 1 tsp dried Italian herbs
- Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.
- Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.
- Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus.
Parisian French Macarons
Homemade
- 75 g fresh egg whites
- 75 g granulated sugar
- 0.25 tsp cream of tartar
- 100 g confectioners sugar
- 85 g fine blanched almond flour
- 150 g dark chocolate, no alcohol filling
- 75 g heavy cream
- Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.
- Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.
- Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.
- Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.
- Refrigerate filled macarons airtight 24–48 hours. Set out only 4 to temper about one hour before service. Store the 20 extras.
Quick prep
- 4 each bakery French macarons, non-alcoholic filling
- Buy 4 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.
- Store as directed. For refrigerated bakery macarons, plate only 4 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.
- Serve one per guest at the cue; keep any purchased extras put away.
Ben’s Montmartre Chouquettes
Homemade
- 227 ml water
- 113 g unsalted butter
- 0.375 tsp table salt
- 150 g all-purpose flour
- 4 each large eggs
- 30 g pearl sugar
- Work in 1 original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.
- Cool below 125°F. Beat in eggs one at a time, fully incorporating each.
- Work in 1 original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.
- Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.
- Serve 8 puffs, two per guest; freeze the 16 extras once cooled.
Quick prep
- 8 each frozen mini cream puffs
- For an exact match, order 8 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.
- Otherwise thaw 8 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.
- Serve two per guest, with no extra drizzle or sugar.
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Drain and inspect {{q0}} oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. Serve the warm dishes on cool saucers."],"quick":["Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh {{q0}} g. Check drained yield when buying cans.","Warm butter, parsley and garlic powder in a covered skillet. Add oysters and heat gently to 165°F, about 5–8 minutes.","Add lemon juice and divide among {{guests}} small dishes."]},"guestNote":{"home":"Equipment: 4 shallow ovenproof dishes; tray; oven. Allergens: Molluscan shellfish, milk. Keep raw oysters refrigerated until cooking. Serve promptly; before-play holding uses the monitored hot-water bath described below. Do not serve raw.\n\nPreparation notes: Half of ECSGA/Kenji’s 24-oyster butter ratio. Oven method intentionally replaces grill/shucking steps with CDC’s shucked-oyster baking guidance. Any fresh oyster variety may be used; Angasi sourcing is not required. No shells are needed for ramekin service. Serve together with the grape juice at 00:09:20. Frozen alternative: use three frozen in-shell or half-shell oysters per guest instead of fresh. Keep frozen until the package’s thaw/cook step. If thawing is directed, thaw covered in the refrigerator overnight or longer as labeled. Follow that product’s full cooking instructions; the 450°F/10-minute method above is for shucked oysters, not validated for frozen whole-shell oysters. Do not use a live-shell tap test or shell opening alone as proof of doneness. Expand the host-plan cooking window to fit the label. Serve fully cooked.","quick":"Equipment: Small covered skillet; thermometer; 4 small dishes. Allergens: Molluscan shellfish, milk. 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Kenji López-Alt via ECSGA, Lemon Garlic-Herb Oysters","url":"https://ecsga.org/grilled-oysters-with-lemony-garlic-herb-butter/"},{"label":"CDC, Preventing Vibrio Infection","url":"https://www.cdc.gov/vibrio/prevention/"},{"label":"Crown Prince Natural, Whole Oysters in Water","url":"https://crownprincenatural.com/products/oysters/"},{"label":"FDA, fresh and frozen seafood handling","url":"https://www.fda.gov/food/buy-store-serve-safe-food/selecting-and-serving-fresh-and-frozen-seafood-safely"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Heat oven to 450°F. Drain and inspect {{q0}} oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. 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Hold hot at least 140°F. Do not use a slow cooker to reheat cold meatballs.\n\nPreparation notes: RecipeTin Eats base uses its permitted all-beef option. Preserve bread/onion/egg ratio; add smoked paprika and reduce chili to 1/8 tsp across the batch. No sugary glaze or pasta. Optional extra chili is separate at the table. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","quick":"Equipment: Covered saucepan; thermometer. Allergens: Commonly wheat, milk, egg and soy; check package. Hold at least 140°F until the explosion cue. Refrigerate leftovers promptly.\n\nPreparation notes: Rosina’s sauce-heating method is the reference. Meatball sizes vary: divide 500 g rather than assuming the homemade count. 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Chill promptly; reheat to 165°F and hold at least 140°F until the cue.\n\nPreparation notes: Half-batch adaptation of A Couple Cooks, using practical trimmed weights and table-salt conversion. Optional pistou omitted. This is a rustic stew, not a claim to recreate the Pixar plated spiral.","quick":"Equipment: Wide covered skillet. Allergens: Check marinara label. Refrigerate cooked leftovers promptly. Reheat to 165°F; hold at least 140°F.\n\nPreparation notes: Bought chopped vegetables and prepared sauce remove chopping and sauce-making, not cooking. If pre-cut vegetables are unavailable, add 10 minutes prep. This version is not Instant. No wine-containing sauce."},"guestBatch":{"home":"{{guests}} tasting portions. 150–180 g vegetables per guest.","quick":"{{guests}} tasting portions. 150–180 g vegetables per guest."},"sources":[{"label":"Sonja Overhiser, A Couple Cooks, Classic Ratatouille","url":"https://www.acouplecooks.com/ratatouille-recipe/"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.","Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.","Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.","Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus."],"quickSteps":["Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.","Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.","Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"15 min active; 40–45 min cook; allow 60 min total.","quickTiming":"5 min active with bought pre-cut veg; 25–30 min cook; allow 35 min total.","display":{"1":{"home":{"ingredients":[1223,1224,1225,1226,1227,1228,408,1229,1230,1231,1232],"steps":[1233,1234,1235,1236],"note":1237,"batch":1238},"quick":{"ingredients":[1239,1240,1241,1242,1243,1244,831,1245],"steps":[1246,1247,1248],"note":1249,"batch":1238}},"2":{"home":{"ingredients":[1250,1251,1252,1253,814,1254,458,1255,1256,1257,1258],"steps":[1233,1234,1235,1236],"note":1237,"batch":1259},"quick":{"ingredients":[1260,1261,1262,1263,1228,1264,819,1265],"steps":[1246,1247,1248],"note":1249,"batch":1259}},"3":{"home":{"ingredients":[1266,1267,1268,1269,389,1270,508,1271,1272,1273,1274],"steps":[1233,1234,1235,1236],"note":1237,"batch":1275},"quick":{"ingredients":[1276,1277,1278,1279,1280,1281,874,820],"steps":[1246,1247,1248],"note":1249,"batch":1275}},"4":{"home":{"ingredients":[1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292],"steps":[1233,1234,1235,1236],"note":1237,"batch":1293},"quick":{"ingredients":[1294,1295,1296,1297,1254,1298,846,1299],"steps":[1246,1247,1248],"note":1249,"batch":1293}},"5":{"home":{"ingredients":[1300,1301,1302,1303,1304,1305,608,1306,1307,1308,1309],"steps":[1233,1234,1235,1236],"note":1237,"batch":1310},"quick":{"ingredients":[1311,1312,1313,1314,843,1315,916,1316],"steps":[1246,1247,1248],"note":1249,"batch":1310}},"6":{"home":{"ingredients":[1317,1318,1319,1320,860,1321,658,1322,1323,1324,1325],"steps":[1233,1234,1235,1236],"note":1237,"batch":1326},"quick":{"ingredients":[1327,1328,1329,1330,1270,1331,866,847],"steps":[1246,1247,1248],"note":1249,"batch":1326}},"7":{"home":{"ingredients":[1332,1333,1334,1335,1336,1337,862,1338,1339,1340,1341],"steps":[1233,1234,1235,1236],"note":1237,"batch":1342},"quick":{"ingredients":[1343,1344,1345,1346,1347,1348,955,1349],"steps":[1246,1247,1248],"note":1249,"batch":1342}},"8":{"home":{"ingredients":[1350,1351,1352,1353,1354,1355,1356,1357,1358,413,1359],"steps":[1233,1234,1235,1236],"note":1237,"batch":1360},"quick":{"ingredients":[1361,1362,1363,1364,1287,1365,888,1366],"steps":[1246,1247,1248],"note":1249,"batch":1360}},"9":{"home":{"ingredients":[1367,1368,1369,1370,456,1371,1372,1373,1374,1375,1376],"steps":[1233,1234,1235,1236],"note":1237,"batch":1377},"quick":{"ingredients":[1378,1379,1380,1381,1382,1383,995,867],"steps":[1246,1247,1248],"note":1249,"batch":1377}},"10":{"home":{"ingredients":[1384,1385,1386,1387,902,965,1388,1389,1390,1391,1392],"steps":[1233,1234,1235,1236],"note":1237,"batch":1393},"quick":{"ingredients":[1394,1395,1396,1397,1305,1398,908,1399],"steps":[1246,1247,1248],"note":1249,"batch":1393}},"11":{"home":{"ingredients":[1400,1401,1402,1403,1404,1405,1406,1407,1408,1409,1410],"steps":[1233,1234,1235,1236],"note":1237,"batch":1411},"quick":{"ingredients":[1412,1413,1414,1415,1416,1417,1036,1418],"steps":[1246,1247,1248],"note":1249,"batch":1411}},"12":{"home":{"ingredients":[1419,1420,1421,1422,489,1423,1424,1425,1426,1427,1428],"steps":[1233,1234,1235,1236],"note":1237,"batch":1429},"quick":{"ingredients":[1430,1431,1432,1433,1321,1434,927,889],"steps":[1246,1247,1248],"note":1249,"batch":1429}},"13":{"home":{"ingredients":[1435,1436,1437,1438,1439,1440,1441,1442,1443,1444,1445],"steps":[1233,1234,1235,1236],"note":1237,"batch":1446},"quick":{"ingredients":[1447,1448,1449,1450,1451,1452,1077,1453],"steps":[1246,1247,1248],"note":1249,"batch":1446}},"14":{"home":{"ingredients":[1454,1455,1456,1457,941,1458,923,1459,1460,1461,438],"steps":[1233,1234,1235,1236],"note":1237,"batch":1462},"quick":{"ingredients":[1463,1464,1465,1466,1337,1467,947,1468],"steps":[1246,1247,1248],"note":1249,"batch":1462}},"15":{"home":{"ingredients":[1469,1470,1471,1472,522,1045,1473,1474,1475,1476,1477],"steps":[1233,1234,1235,1236],"note":1237,"batch":1478},"quick":{"ingredients":[1479,1480,1481,1482,924,1483,1117,909],"steps":[1246,1247,1248],"note":1249,"batch":1478}},"16":{"home":{"ingredients":[1484,1485,1486,1487,962,1488,1489,1490,1491,463,1492],"steps":[1233,1234,1235,1236],"note":1237,"batch":1493},"quick":{"ingredients":[1494,1495,1496,1497,1355,1498,968,1499],"steps":[1246,1247,1248],"note":1249,"batch":1493}},"17":{"home":{"ingredients":[1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510],"steps":[1233,1234,1235,1236],"note":1237,"batch":1511},"quick":{"ingredients":[1512,1513,1514,1515,1516,1517,1159,1518],"steps":[1246,1247,1248],"note":1249,"batch":1511}},"18":{"home":{"ingredients":[1519,1520,1521,1522,556,1523,1524,1525,1526,1527,1528],"steps":[1233,1234,1235,1236],"note":1237,"batch":1529},"quick":{"ingredients":[1530,1531,1532,1533,1371,1534,987,928],"steps":[1246,1247,1248],"note":1249,"batch":1529}},"19":{"home":{"ingredients":[1535,1536,1537,1538,1539,1540,1541,1542,1543,1544,1545],"steps":[1233,1234,1235,1236],"note":1237,"batch":1546},"quick":{"ingredients":[1547,1548,1549,1550,1551,1552,1201,1553],"steps":[1246,1247,1248],"note":1249,"batch":1546}},"20":{"home":{"ingredients":[1554,1555,1556,1557,1001,1127,1558,1559,1560,1561,1562],"steps":[1233,1234,1235,1236],"note":1237,"batch":1563},"quick":{"ingredients":[1564,1565,1566,1567,965,1568,1007,1569],"steps":[1246,1247,1248],"note":1249,"batch":1563}}}},{"id":"runner-parisian-french-macarons","movie":"runner","name":"Parisian French Macarons","time":"01:12:28","portion":"1 filled macaron","scene":"In the movie, this is the stop Ben talks Hank out of: he calls the macarons the tourist pick and steers him toward the Montmartre chouquettes instead. We kept the macarons on the menu anyway (they are the classic Paris treat), and Ben gets his way at the finale, where the chouquettes close the movie.","image":"sc-asset:runner/runner-parisian-french-macarons","ingredients":["75 g fresh egg whites","75 g granulated sugar","0.25 tsp cream of tartar","100 g confectioners sugar","85 g fine blanched almond flour","150 g dark chocolate, no alcohol filling","75 g heavy cream"],"quickIngredients":["4 each bakery French macarons, non-alcoholic filling"],"inventory":{"home":[{"amount":75,"unit":"g","key":"fresh egg whites"},{"amount":75,"unit":"g","key":"granulated sugar"},{"amount":0.25,"unit":"tsp","key":"cream of tartar"},{"amount":100,"unit":"g","key":"confectioners sugar"},{"amount":85,"unit":"g","key":"fine blanched almond flour"},{"amount":150,"unit":"g","key":"dark chocolate"},{"amount":75,"unit":"g","key":"heavy cream"}],"quick":[{"amount":4,"unit":"each","key":"bakery French macarons"}]},"ingredientRules":{"home":["one","one","one","one","one","one","one"],"quick":["linear"]},"guestSteps":{"home":["Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only {{guests}} to temper about one hour before service. Store the {{leftoverCount}} extras."],"quick":["Buy {{guests}} French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only {{guests}} macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away."]},"guestNote":{"home":"Purchased macarons are the practical default. Equipment: Gram scale; mixer; sieve; piping bag/round tip; 2 lined trays. Allergens: Almonds, egg, milk; check chocolate. Refrigerate filled macarons; freeze extras airtight up to one month. No extra pastries are added to the serving plate.\n\nPreparation notes: KAB shell ratios unchanged; no extract or color. Ganache uses KAB’s thicker 2:1 chocolate-to-cream option, with no corn syrup or alcohol. Keep full batch for reliable mixing; do not divide into a four-cookie microbatch.","quick":"Purchased macarons are the practical default. Equipment: Small covered plate. Allergens: Almonds, egg, milk; other nuts possible. Follow bakery/package refrigeration and use-by instructions.\n\nPreparation notes: Use a bakery or a labeled thaw-and-serve product such as Delizza. Actual local stock is not verified; package quantities vary. No homemade almond flour, eggs or filling ingredients belong on this shopping path."},"guestBatch":{"home":"1 original batch / about 24 macarons. Serve {{guests}}; reserve {{leftoverCount}}.","quick":"{{guests}} tasting portions. 1 filled macaron per guest."},"sources":[{"label":"King Arthur Test Kitchen, French Macarons","url":"https://www.kingarthurbaking.com/recipes/french-macarons-recipe"},{"label":"King Arthur Test Kitchen, Chocolate Ganache","url":"https://www.kingarthurbaking.com/recipes/chocolate-ganache-recipe"},{"label":"Sally McKenney, Beginner’s Guide to French Macarons","url":"https://sallysbakingaddiction.com/french-macarons/"},{"label":"Delizza Macarons product listing, Publix","url":"https://www.publix.com/pd/delizza-macarons/RIO-PCI-468914"}],"batchRule":"one","quickRule":"linear","servingsBase":4,"steps":["Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only {{guests}} to temper about one hour before service. Store the {{leftoverCount}} extras."],"quickSteps":["Buy {{guests}} French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only {{guests}} macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"45 min active; 30–120 min drying; 15–20 min bake per tray; cooling; allow 3–4 h plus 24–48 h maturation.","presentationYield":{"home":{"batchYield":24,"servedPerGuest":1}},"quickTiming":"Instant for chilled bakery macarons, plus 1 h tempering; frozen products need their labeled thaw time.","display":{"1":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1581],"note":1582,"batch":1583},"quick":{"ingredients":[1584],"steps":[1585,1586,1587],"note":1588,"batch":1589}},"2":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1590],"note":1582,"batch":1591},"quick":{"ingredients":[1592],"steps":[1593,1594,1587],"note":1588,"batch":1595}},"3":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1596],"note":1582,"batch":1597},"quick":{"ingredients":[1598],"steps":[1599,1600,1587],"note":1588,"batch":1601}},"4":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1602],"note":1582,"batch":1603},"quick":{"ingredients":[1604],"steps":[1605,1606,1587],"note":1588,"batch":1607}},"5":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1608],"note":1582,"batch":1609},"quick":{"ingredients":[1610],"steps":[1611,1612,1587],"note":1588,"batch":1613}},"6":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1614],"note":1582,"batch":1615},"quick":{"ingredients":[1616],"steps":[1617,1618,1587],"note":1588,"batch":1619}},"7":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1620],"note":1582,"batch":1621},"quick":{"ingredients":[1622],"steps":[1623,1624,1587],"note":1588,"batch":1625}},"8":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1626],"note":1582,"batch":1627},"quick":{"ingredients":[1628],"steps":[1629,1630,1587],"note":1588,"batch":1631}},"9":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1632],"note":1582,"batch":1633},"quick":{"ingredients":[1634],"steps":[1635,1636,1587],"note":1588,"batch":1637}},"10":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1638],"note":1582,"batch":1639},"quick":{"ingredients":[1640],"steps":[1641,1642,1587],"note":1588,"batch":1643}},"11":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1644],"note":1582,"batch":1645},"quick":{"ingredients":[1646],"steps":[1647,1648,1587],"note":1588,"batch":1649}},"12":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1650],"note":1582,"batch":1651},"quick":{"ingredients":[1652],"steps":[1653,1654,1587],"note":1588,"batch":1655}},"13":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1656],"note":1582,"batch":1657},"quick":{"ingredients":[1658],"steps":[1659,1660,1587],"note":1588,"batch":1661}},"14":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1662],"note":1582,"batch":1663},"quick":{"ingredients":[1664],"steps":[1665,1666,1587],"note":1588,"batch":1667}},"15":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1668],"note":1582,"batch":1669},"quick":{"ingredients":[1670],"steps":[1671,1672,1587],"note":1588,"batch":1673}},"16":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1674],"note":1582,"batch":1675},"quick":{"ingredients":[1676],"steps":[1677,1678,1587],"note":1588,"batch":1679}},"17":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1680],"note":1582,"batch":1681},"quick":{"ingredients":[1682],"steps":[1683,1684,1587],"note":1588,"batch":1685}},"18":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1686],"note":1582,"batch":1687},"quick":{"ingredients":[1688],"steps":[1689,1690,1587],"note":1588,"batch":1691}},"19":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1692],"note":1582,"batch":1693},"quick":{"ingredients":[1694],"steps":[1695,1696,1587],"note":1588,"batch":1697}},"20":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1698],"note":1582,"batch":1699},"quick":{"ingredients":[1700],"steps":[1701,1702,1587],"note":1588,"batch":1703}}}},{"id":"runner-bens-montmartre-chouquettes","movie":"runner","name":"Ben’s Montmartre Chouquettes","time":"01:28:46","portion":"2 miniature puffs","scene":"Ben’s Montmartre recommendation inspires small pearl-sugar choux puffs for the finish.","image":"sc-asset:runner/runner-bens-montmartre-chouquettes","ingredients":["227 ml water","113 g unsalted butter","0.375 tsp table salt","150 g all-purpose flour","4 each large eggs","30 g pearl sugar"],"quickIngredients":["8 each frozen mini cream puffs"],"inventory":{"home":[{"amount":227,"unit":"ml","key":"water"},{"amount":113,"unit":"g","key":"unsalted butter"},{"amount":0.375,"unit":"tsp","key":"table salt"},{"amount":150,"unit":"g","key":"all-purpose flour"},{"amount":4,"unit":"each","key":"eggs"},{"amount":30,"unit":"g","key":"pearl sugar"}],"quick":[{"amount":8,"unit":"each","key":"frozen mini cream puffs"}]},"ingredientRules":{"home":["batch12","batch12","batch12","batch12","batch12","batch12"],"quick":["linear"]},"guestSteps":{"home":["Work in {{batchCount}} original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in {{batchCount}} original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve {{servedCount}} puffs, two per guest; freeze the {{leftoverCount}} extras once cooled."],"quick":["For an exact match, order {{doubleGuests}} unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw {{q0}} frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar."]},"guestNote":{"home":"Equipment: Saucepan; spoon/mixer; 2 lined trays; scoop; rack. Allergens: Wheat, milk, egg. Bake on movie day; serve at room temperature. Freeze surplus once cooled. Optional re-crisp: 300–350°F for 3–5 minutes before play, then cool.\n\nPreparation notes: Full KAB choux ratio and chouquette temperature sequence retained. Topping quantified; no filling or extra sugar glaze. If oven cannot bake both trays evenly, use two sequential batches and allow another 40 minutes.","quick":"Equipment: Covered plate; refrigerator. Allergens: Wheat, milk, egg; check package. Filled puffs stay refrigerated until service; do not heat them. Freeze the rest of the package.\n\nPreparation notes: Default shopping uses the widely practical filled-puff substitute, clearly different from authentic unfilled chouquettes. If bakery chouquettes are obtained, replace eight cream puffs with eight chouquettes, never buy both. No claim that cream puffs are the film pastry. Quick-path desserts are richer, so portions remain fixed. The photograph illustrates Homemade; this shortcut has a different appearance."},"guestBatch":{"home":"{{batchCount}} full batches / {{batchYield}} puffs. Serve {{servedCount}}; reserve {{leftoverCount}}.","quick":"{{guests}} tasting portions. 2 miniature puffs per guest."},"sources":[{"label":"Charlotte Rutledge / King Arthur, Chouquettes","url":"https://www.kingarthurbaking.com/recipes/chouquettes-recipe"},{"label":"Charlotte Rutledge / King Arthur, Pâte à Choux","url":"https://www.kingarthurbaking.com/recipes/pate-a-choux-recipe"},{"label":"Patsy Jamieson / Alliance Française, Chouquettes","url":"https://www.aflcr.org/culture/patsys-kitchen/patsys-kitchen-chouquettes/"},{"label":"Delizza FAQ","url":"https://delizza.us/faq"}],"batchRule":"batch12","quickRule":"linear","servingsBase":4,"steps":["Work in {{batchCount}} original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in {{batchCount}} original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve {{servedCount}} puffs, two per guest; freeze the {{leftoverCount}} extras once cooled."],"quickSteps":["For an exact match, order {{doubleGuests}} unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw {{q0}} frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"20 min active; 35–40 min bake; 20 min cooling; allow 90 min total.","presentationYield":{"home":{"batchYield":24,"servedPerGuest":2}},"quickTiming":"Instant for bought chouquettes; default frozen substitute: 2 min active plus 1–2 h refrigerator thaw.","display":{"1":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1712],"note":1713,"batch":1714},"quick":{"ingredients":[1715],"steps":[1716,1717,1718],"note":1719,"batch":1720}},"2":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1721],"note":1713,"batch":1722},"quick":{"ingredients":[1723],"steps":[1724,1725,1718],"note":1719,"batch":1726}},"3":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1727],"note":1713,"batch":1728},"quick":{"ingredients":[1729],"steps":[1730,1731,1718],"note":1719,"batch":1732}},"4":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1733],"note":1713,"batch":1734},"quick":{"ingredients":[1735],"steps":[1736,1737,1718],"note":1719,"batch":1738}},"5":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1739],"note":1713,"batch":1740},"quick":{"ingredients":[1741],"steps":[1742,1743,1718],"note":1719,"batch":1744}},"6":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1745],"note":1713,"batch":1746},"quick":{"ingredients":[1747],"steps":[1748,1749,1718],"note":1719,"batch":1750}},"7":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1751],"note":1713,"batch":1752},"quick":{"ingredients":[1753],"steps":[1754,1755,1718],"note":1719,"batch":1756}},"8":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1757],"note":1713,"batch":1758},"quick":{"ingredients":[1759],"steps":[1760,1761,1718],"note":1719,"batch":1762}},"9":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1763],"note":1713,"batch":1764},"quick":{"ingredients":[1765],"steps":[1766,1767,1718],"note":1719,"batch":1768}},"10":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1769],"note":1713,"batch":1770},"quick":{"ingredients":[1771],"steps":[1772,1773,1718],"note":1719,"batch":1774}},"11":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1775],"note":1713,"batch":1776},"quick":{"ingredients":[1777],"steps":[1778,1779,1718],"note":1719,"batch":1780}},"12":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1781],"note":1713,"batch":1782},"quick":{"ingredients":[1783],"steps":[1784,1785,1718],"note":1719,"batch":1786}},"13":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1792],"note":1713,"batch":1793},"quick":{"ingredients":[1794],"steps":[1795,1796,1718],"note":1719,"batch":1797}},"14":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1798],"note":1713,"batch":1799},"quick":{"ingredients":[1800],"steps":[1801,1802,1718],"note":1719,"batch":1803}},"15":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1804],"note":1713,"batch":1805},"quick":{"ingredients":[1806],"steps":[1807,1808,1718],"note":1719,"batch":1809}},"16":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1810],"note":1713,"batch":1811},"quick":{"ingredients":[1812],"steps":[1813,1814,1718],"note":1719,"batch":1815}},"17":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1816],"note":1713,"batch":1817},"quick":{"ingredients":[1818],"steps":[1819,1820,1718],"note":1719,"batch":1821}},"18":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1822],"note":1713,"batch":1823},"quick":{"ingredients":[1824],"steps":[1825,1826,1718],"note":1719,"batch":1827}},"19":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1828],"note":1713,"batch":1829},"quick":{"ingredients":[1830],"steps":[1831,1832,1718],"note":1719,"batch":1833}},"20":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1834],"note":1713,"batch":1835},"quick":{"ingredients":[1836],"steps":[1837,1838,1718],"note":1719,"batch":1839}}}}],"menuChoices":[],"cueCount":7,"supplies":[],"timingNote":"Five original cues use Alex’s playback notes, ending at 01:30:28. Oyster service at 00:09:20 combines both dishes by Alex’s decision; the oyster anchor and 01:12:28 macaron cue are research-derived. Follow recognizable scenes if your edition differs.","beforePlanIntro":"Default schedule assumes four guests, one oven and four burners. Start earlier or add a helper for large groups; cooking time does not scale with guest count. Read frozen-oyster labels a day ahead and expand their thaw/cook window if selected. Bought macarons are the practical default even alongside Homemade savory dishes; choose their Quick prep ingredient list instead of the Homemade batch. Keep hot food at least 140°F and chilled perishables at or below 40°F. Reheat cooked food to 165°F; raw ground beef reaches 160°F. Use a thermometer. Pause the film if a dish needs longer.","hostPlans":{"before":{"home":[{"at":"1–2 days before","label":"Optional all-Homemade route: make, fill and refrigerate full macaron batch; allow 24–48 h maturation","text":"Optional all-Homemade route: make, fill and refrigerate full macaron batch; allow 24–48 h maturation. Put away all but four. Oven 320°F/325°F, mixer; refrigerator"},{"at":"Movie morning","label":"Bake chouquettes, cool completely; reserve eight for tonight and freeze surplus","text":"Bake chouquettes, cool completely; reserve eight for tonight and freeze surplus. Oven 425°F then 350°F; cool rack"},{"at":"At least 2 h before","label":"Chill grape juice and seltzer; measure ingredients","text":"Chill grape juice and seltzer; measure ingredients. Refrigerator"},{"at":"−100 to −40 min","label":"Cook ratatouille and meatballs on separate burners","text":"Cook ratatouille and meatballs on separate burners. Raw beef must reach 160°F. If using yesterday’s dishes, reheat to 165°F instead. Burners 1–2; then covered hot holding at least 140°F"},{"at":"−45 min","label":"Preheat oven to 450°F","text":"Preheat oven to 450°F. Prepare oyster dishes and butter; prepare sandwich sauce separately. Oven; burner 3 for sauce, then clean it"},{"at":"−40 to −30 min","label":"Bake oysters at 450°F for at least 10 min","text":"Bake oysters at 450°F for at least 10 min. Move cooked dishes into monitored hot-water bath. Oven; burner 3 bath"},{"at":"−30 to −25 min","label":"Lower oven to 400°F","text":"Lower oven to 400°F. Toast bread in a dry skillet, assemble sandwiches and allow oven temperature to settle. Oven; burner 4 briefly; oyster bath maintained"},{"at":"−25 to 0 min","label":"Bake sandwiches 20–25 minutes until golden and hot","text":"Bake sandwiches 20–25 minutes until golden and hot. Oven; oyster bath maintained"},{"at":"−10 to 0 min","label":"Brew and froth coffee","text":"Brew and froth coffee. Verify holding temperatures and place two cooled chouquettes per guest in a sealed container. Burner 4/machine; coffee service ready"},{"at":"0 min","label":"Switch oven to 225°F for brief sandwich holding; verify food stays at least 140°F","text":"Switch oven to 225°F for brief sandwich holding; verify food stays at least 140°F. Press play only when coffee, sandwiches and oysters are ready. Oven; 3 hot-holding burners"},{"at":"+00:30","label":"Serve coffee","text":"Serve coffee. No further cooking"},{"at":"+07:23","label":"Halve/plate sandwiches","text":"Halve/plate sandwiches. Warm plates"},{"at":"+09:20 (oysters + juice together)","label":"Lift oyster dishes onto saucers; mix and pour grape drink","text":"Lift oyster dishes onto saucers; mix and pour grape drink. Turn off bath after serving"},{"at":"+12 min","label":"Set out one refrigerated macaron per guest to temper for one hour","text":"Set out one refrigerated macaron per guest to temper for one hour. Covered plate, room temperature"},{"at":"+36:08","label":"Serve meatballs and sauce; turn off that holding burner","text":"Serve meatballs and sauce; turn off that holding burner. Five meatballs per guest"},{"at":"+50:57","label":"Stir and portion ratatouille; turn off that burner","text":"Stir and portion ratatouille; turn off that burner. Four side dishes"},{"at":"+01:12:28","label":"Serve one macaron per guest","text":"Serve one macaron per guest. One per guest"},{"at":"+01:28:46","label":"Serve two room-temperature chouquettes per guest","text":"Serve two room-temperature chouquettes per guest. Two per guest"}],"quick":[{"at":"At least −2 h","label":"Chill grape juice","text":"Chill grape juice. Put two frozen cream puffs per guest in a covered refrigerator container to thaw; keep other puffs frozen. Read macaron package if using frozen rather than bakery-chilled. Refrigerator"},{"at":"−75 min","label":"Set out measured ingredients; make ratatouille from pre-cut vegetables and jar sauce","text":"Set out measured ingredients; make ratatouille from pre-cut vegetables and jar sauce. Burner 1, about 35 min; then at least 140°F"},{"at":"−45 min","label":"Start frozen meatballs in sauce; allow 30 min and verify 165°F","text":"Start frozen meatballs in sauce; allow 30 min and verify 165°F. Burner 2; then at least 140°F"},{"at":"−25 min","label":"Heat canned oysters with butter/herbs; verify 165°F","text":"Heat canned oysters with butter/herbs; verify 165°F. Portion and transfer to hot-water bath. Burner 3; at least 140°F"},{"at":"−20 to −5 min","label":"Toast bread and broil ham/egg/cheese topping; verify 160°F","text":"Toast bread and broil ham/egg/cheese topping; verify 160°F. Broiler, then oven 225°F holding"},{"at":"−7 to 0 min","label":"Make instant coffees and froth milk","text":"Make instant coffees and froth milk. Confirm every hot dish is ready before play. Kettle and burner 4/frother"},{"at":"+00:30; +07:23; +09:20 (oysters + juice together)","label":"Serve coffee, toast, oysters and 120 ml bottled grape juice each","text":"Serve coffee, toast, oysters and 120 ml bottled grape juice each. Serving only; switch off bath afterward"},{"at":"+12 min","label":"Set out one chilled bakery macaron per guest; use the package’s tempering window instead if specified","text":"Set out one chilled bakery macaron per guest; use the package’s tempering window instead if specified. Covered plate"},{"at":"+36:08; +50:57","label":"Portion hot meatballs and vegetables","text":"Portion hot meatballs and vegetables. Turn off each burner after serving"},{"at":"+01:12:28","label":"Serve one macaron each","text":"Serve one macaron each. Extras remain stored"},{"at":"+01:28:46","label":"Remove two thawed mini cream puffs per guest from refrigerator and serve","text":"Remove two thawed mini cream puffs per guest from refrigerator and serve. Two each; no warming or added topping"}]},"during":{"home":[{"at":"Before −50 min","label":"Make sauce, assemble sandwiches and oyster dishes","text":"Make sauce, assemble sandwiches and oyster dishes. Wash/cut ratatouille vegetables. Mix and shape raw meatballs; refrigerate. Chill grape components. Separate raw meat/seafood work and clean utensils"},{"at":"−50 to −20 min","label":"Toast and bake sandwiches at 400°F, including oven preheat","text":"Toast and bake sandwiches at 400°F, including oven preheat. Finish sandwiches before oyster oven changes"},{"at":"−20 to −10 min","label":"Raise oven to 450°F","text":"Raise oven to 450°F. Sandwiches rest loosely covered briefly; total unrefrigerated interval stays under 2 h"},{"at":"−10 to 0 min","label":"Bake oysters at 450°F for at least 10 min; move to monitored bath for the early cue","text":"Bake oysters at 450°F for at least 10 min; move to monitored bath for the early cue. Oven free afterward"},{"at":"−10 to 0 min","label":"Brew/froth coffee while oysters bake","text":"Brew/froth coffee while oysters bake. Active work is brief; press play only when both are ready"},{"at":"+00:30","label":"Serve coffee","text":"Serve coffee. No simultaneous raw-food prep"},{"at":"+03 to +07 min","label":"Briefly rewarm sandwiches in a covered dry skillet, then cut and serve at +07:23","text":"Briefly rewarm sandwiches in a covered dry skillet, then cut and serve at +07:23. Gentle heat; watch bread; already fully cooked"},{"at":"+09:20 (oysters + juice together)","label":"Serve oysters and mix/pour juice","text":"Serve oysters and mix/pour juice. These are a single coordinated service"},{"at":"+10 min","label":"Set out one macaron per guest, then start ratatouille: brown vegetables in batches, add tomatoes and simmer","text":"Set out one macaron per guest, then start ratatouille: brown vegetables in batches, add tomatoes and simmer. Burner 1; simmer is mostly passive"},{"at":"+15 to +35 min","label":"Brown meatballs and simmer in sauce to 160°F, with a 1-minute stir of ratatouille midway","text":"Brown meatballs and simmer in sauce to 160°F, with a 1-minute stir of ratatouille midway. Burner 2; shaping was done beforehand"},{"at":"+36:08","label":"Serve meatballs; keep ratatouille simmering until fully tender","text":"Serve meatballs; keep ratatouille simmering until fully tender. No oven conflict"},{"at":"+45 to +50 min","label":"Finish ratatouille with lemon/basil and plate for +50:57","text":"Finish ratatouille with lemon/basil and plate for +50:57. If tender early, hold at least 140°F"},{"at":"+01:12:28; +01:28:46","label":"Serve macarons, then room-temperature chouquettes","text":"Serve macarons, then room-temperature chouquettes. No late baking required"}],"quick":[{"at":"−2 h","label":"Chill grape drink; thaw two cream puffs per guest in refrigerator","text":"Chill grape drink; thaw two cream puffs per guest in refrigerator. Check bought macaron instructions. Refrigerator"},{"at":"−15 to −5 min","label":"Make open-faced ham/egg/cheese toasts to 160°F; hot hold","text":"Make open-faced ham/egg/cheese toasts to 160°F; hot hold. Broiler then oven 225°F"},{"at":"−12 to 0 min","label":"Heat canned oysters to 165°F; hold in covered bath","text":"Heat canned oysters to 165°F; hold in covered bath. Prepare instant coffees during passive heating. Two burners plus kettle"},{"at":"+00:30; +07:23; +09:20 (oysters + juice together)","label":"Serve the opening sequence","text":"Serve the opening sequence. No major cooking between adjacent cues"},{"at":"+10 min","label":"Set out one macaron per guest","text":"Set out one macaron per guest. Or follow the actual bought-product timing"},{"at":"+10 to +35 min","label":"After setting out macarons, immediately start frozen meatballs, sauce and seasoning on burner 1","text":"After setting out macarons, immediately start frozen meatballs, sauce and seasoning on burner 1. Allow the full 25 minutes; stir occasionally. Burner 1; check 165°F before plating"},{"at":"+15 to +20 min","label":"Begin pre-cut ratatouille on burner 2; simmer while checking meatballs","text":"Begin pre-cut ratatouille on burner 2; simmer while checking meatballs. About 30 min to vegetable cue"},{"at":"+34 min","label":"Check meatballs reach 165°F and plate for +36:08","text":"Check meatballs reach 165°F and plate for +36:08. Extend cooking if necessary"},{"at":"+47 to +50 min","label":"Check vegetables tender, reduce excess liquid and plate for +50:57","text":"Check vegetables tender, reduce excess liquid and plate for +50:57. Hold at least 140°F if ready early"},{"at":"+01:12:28; +01:28:46","label":"Serve one macaron, then two cold thawed cream puffs per guest","text":"Serve one macaron, then two cold thawed cream puffs per guest. No added glaze or syrup"}]}},"holdingPlaces":{"runner-opening-creamy-coffee":"monitored hot holding","runner-hanks-croque-monsieur":"monitored hot holding","runner-bens-lemon-herb-oysters":"monitored hot holding","runner-bens-sparkling-white-grape-juice":"refrigerator","runner-fireball-meatballs":"monitored hot holding","runner-rat-chef-ratatouille":"monitored hot holding","runner-parisian-french-macarons":"refrigerator","runner-bens-montmartre-chouquettes":"covered room-temperature pastry container"},"decoratingHtml":"<div class=\"guide-tools\"><div><h2>A little Paris at your table.</h2></div></div><div class=\"guide-notes-grid\"><article class=\"guide-note\"><h3>A warm café welcome</h3><p>Set cream plates and clear small tumblers on a wood table. Fold a blue-and-white tea towel beside the serving tray and keep the look relaxed and comfortable.</p></article><article class=\"guide-note\"><h3>The Montmartre corner</h3><p>A handwritten Paris café card and a small sketch of a winding street make a simple pastry corner. Keep the macarons and puffs stored correctly until their scenes.</p></article><article class=\"guide-note\"><h3>An action-movie accent</h3><p>Use a few amber battery candles and charcoal napkins to echo the fast-moving middle of the film. Keep the explosion theme on the meatball name, with no open flames or hot spice challenge.</p></article><article class=\"guide-note\"><h3>Room for the courses</h3><p>Leave one clear landing spot for hot oyster dishes and their paired juice glasses. Keep the main serving area free of decorations so the early handoffs stay easy.</p></article></div>","guideNotesHtml":"<div class=\"guide-tools\"><div><h2>Make the guide work for your table.</h2></div></div><div class=\"guide-notes-grid\"><article class=\"guide-note\"><h3>Use your playback clock</h3><p>Five cues follow Alex’s playback notes. The oyster invitation and macaron cue use subtitle research; edition differences may shift them. The oysters and juice share one 00:09:20 serving moment.</p></article><article class=\"guide-note\"><h3>Choose your preparation path</h3><p>Each recipe has complete Homemade and Quick prep instructions. Purchased macarons are the practical default. The cream-puff fallback is filled, while true chouquettes are unfilled pearl-sugar puffs. Choose one version of each dish when shopping.</p></article><article class=\"guide-note\"><h3>A meal with a small sweet finish</h3><p>The sandwich, meatballs and vegetables carry the meal. Keep grape juice to a small glass and the two desserts to their stated tasting portions; store extra batch yield for another day.</p></article><article class=\"guide-note\"><h3>Plan the kitchen</h3><p>Before pressing play completes cooking ahead with monitored hot holding. A dedicated host cooks near later cues and will miss parts of the film. Use recipe doneness checks and allow extra batches for a larger table.</p></article><article class=\"guide-note\"><h3>Keep your checklists useful</h3><p>Recipe steps, ingredients, serving checks and host tasks track separate jobs. Guest changes update quantities; reset only the checklist you intend to restart. Progress is stored in this browser.</p></article><article class=\"guide-note\"><h3>Food care and credits</h3><p>Check product labels for allergens and non-alcoholic ingredients. Every recipe links its publisher or product reference. These movie-night portions and presentation choices are adaptations; photographs illustrate the Homemade dishes.</p></article><article class=\"guide-note\"><h3>Parisian pastry names</h3><p>French macarons are almond sandwich cookies; the Paris setting informed this choice where captions spelled “macaroons.” Chouquettes are small unfilled choux puffs with pearl sugar. The ending pastry identification remains an interpretation of the viewing notes.</p></article></div>","shoppingHeading":"Shop this meal on Samsung Food","displayEncoding":"string-table-v1","displayStrings":["40 ml brewed espresso","100 ml whole milk","Brew 1 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Warm the measured milk until steaming, about 140–150°F. Froth in equipment-sized batches or whisk briskly; do not boil.","Divide the coffee, milk and foam among 1 small cups. Serve unsweetened at the opening cue.","Equipment: Espresso machine or moka pot; frother or whisk; saucepan; 4 heatproof cups. Allergens: Milk. Make immediately before play. Foam collapses on holding; do not promise fresh foam from a long-held flask.\n\nPreparation notes: Comparable to Nespresso cappuccino; sugar omitted. For a caffeine-free milk-only cup, omit that guest’s 40 ml espresso and use 140 ml milk instead, updating shopping by +40 ml milk and −40 ml espresso per guest. Buy one suitable capsule per guest or enough coffee for the selected shot count; grounds are not an extra recipe ingredient.","1 tasting portions. 1 small unsweetened cup per guest.","2 tsp instant coffee, regular or decaf","40 ml hot water","Dissolve 2 tsp instant coffee in 40 ml hot water; divide among 1 cups.","Heat milk until steaming, then froth or whisk. Divide milk and foam evenly among the cups.","Equipment: Kettle; saucepan or microwave jug; whisk/frother; cups. Allergens: Milk. Prepare just before play, not hours ahead.\n\nPreparation notes: Uses Nescafé’s instant-coffee approach. Milk-only substitution follows the Homemade quantity rule.","80 ml brewed espresso","200 ml whole milk","Brew 2 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 2 small cups. Serve unsweetened at the opening cue.","2 tasting portions. 1 small unsweetened cup per guest.","4 tsp instant coffee, regular or decaf","80 ml hot water","Dissolve 4 tsp instant coffee in 80 ml hot water; divide among 2 cups.","120 ml brewed espresso","300 ml whole milk","Brew 3 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 3 small cups. Serve unsweetened at the opening cue.","3 tasting portions. 1 small unsweetened cup per guest.","6 tsp instant coffee, regular or decaf","120 ml hot water","Dissolve 6 tsp instant coffee in 120 ml hot water; divide among 3 cups.","160 ml brewed espresso","400 ml whole milk","Brew 4 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 4 small cups. Serve unsweetened at the opening cue.","4 tasting portions. 1 small unsweetened cup per guest.","8 tsp instant coffee, regular or decaf","160 ml hot water","Dissolve 8 tsp instant coffee in 160 ml hot water; divide among 4 cups.","200 ml brewed espresso","500 ml whole milk","Brew 5 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 5 small cups. Serve unsweetened at the opening cue.","5 tasting portions. 1 small unsweetened cup per guest.","10 tsp instant coffee, regular or decaf","200 ml hot water","Dissolve 10 tsp instant coffee in 200 ml hot water; divide among 5 cups.","240 ml brewed espresso","600 ml whole milk","Brew 6 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 6 small cups. Serve unsweetened at the opening cue.","6 tasting portions. 1 small unsweetened cup per guest.","12 tsp instant coffee, regular or decaf","240 ml hot water","Dissolve 12 tsp instant coffee in 240 ml hot water; divide among 6 cups.","280 ml brewed espresso","700 ml whole milk","Brew 7 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 7 small cups. Serve unsweetened at the opening cue.","7 tasting portions. 1 small unsweetened cup per guest.","14 tsp instant coffee, regular or decaf","280 ml hot water","Dissolve 14 tsp instant coffee in 280 ml hot water; divide among 7 cups.","320 ml brewed espresso","800 ml whole milk","Brew 8 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 8 small cups. Serve unsweetened at the opening cue.","8 tasting portions. 1 small unsweetened cup per guest.","16 tsp instant coffee, regular or decaf","320 ml hot water","Dissolve 16 tsp instant coffee in 320 ml hot water; divide among 8 cups.","360 ml brewed espresso","900 ml whole milk","Brew 9 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 9 small cups. Serve unsweetened at the opening cue.","9 tasting portions. 1 small unsweetened cup per guest.","18 tsp instant coffee, regular or decaf","360 ml hot water","Dissolve 18 tsp instant coffee in 360 ml hot water; divide among 9 cups.","400 ml brewed espresso","1000 ml whole milk","Brew 10 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 10 small cups. Serve unsweetened at the opening cue.","10 tasting portions. 1 small unsweetened cup per guest.","20 tsp instant coffee, regular or decaf","400 ml hot water","Dissolve 20 tsp instant coffee in 400 ml hot water; divide among 10 cups.","440 ml brewed espresso","1100 ml whole milk","Brew 11 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 11 small cups. Serve unsweetened at the opening cue.","11 tasting portions. 1 small unsweetened cup per guest.","22 tsp instant coffee, regular or decaf","440 ml hot water","Dissolve 22 tsp instant coffee in 440 ml hot water; divide among 11 cups.","480 ml brewed espresso","1200 ml whole milk","Brew 12 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 12 small cups. Serve unsweetened at the opening cue.","12 tasting portions. 1 small unsweetened cup per guest.","24 tsp instant coffee, regular or decaf","480 ml hot water","Dissolve 24 tsp instant coffee in 480 ml hot water; divide among 12 cups.","520 ml brewed espresso","1300 ml whole milk","Brew 13 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 13 small cups. Serve unsweetened at the opening cue.","13 tasting portions. 1 small unsweetened cup per guest.","26 tsp instant coffee, regular or decaf","520 ml hot water","Dissolve 26 tsp instant coffee in 520 ml hot water; divide among 13 cups.","560 ml brewed espresso","1400 ml whole milk","Brew 14 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 14 small cups. Serve unsweetened at the opening cue.","14 tasting portions. 1 small unsweetened cup per guest.","28 tsp instant coffee, regular or decaf","560 ml hot water","Dissolve 28 tsp instant coffee in 560 ml hot water; divide among 14 cups.","600 ml brewed espresso","1500 ml whole milk","Brew 15 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 15 small cups. Serve unsweetened at the opening cue.","15 tasting portions. 1 small unsweetened cup per guest.","30 tsp instant coffee, regular or decaf","600 ml hot water","Dissolve 30 tsp instant coffee in 600 ml hot water; divide among 15 cups.","640 ml brewed espresso","1600 ml whole milk","Brew 16 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 16 small cups. Serve unsweetened at the opening cue.","16 tasting portions. 1 small unsweetened cup per guest.","32 tsp instant coffee, regular or decaf","640 ml hot water","Dissolve 32 tsp instant coffee in 640 ml hot water; divide among 16 cups.","680 ml brewed espresso","1700 ml whole milk","Brew 17 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 17 small cups. Serve unsweetened at the opening cue.","17 tasting portions. 1 small unsweetened cup per guest.","34 tsp instant coffee, regular or decaf","680 ml hot water","Dissolve 34 tsp instant coffee in 680 ml hot water; divide among 17 cups.","720 ml brewed espresso","1800 ml whole milk","Brew 18 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 18 small cups. Serve unsweetened at the opening cue.","18 tasting portions. 1 small unsweetened cup per guest.","36 tsp instant coffee, regular or decaf","720 ml hot water","Dissolve 36 tsp instant coffee in 720 ml hot water; divide among 18 cups.","760 ml brewed espresso","1900 ml whole milk","Brew 19 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 19 small cups. Serve unsweetened at the opening cue.","19 tasting portions. 1 small unsweetened cup per guest.","38 tsp instant coffee, regular or decaf","760 ml hot water","Dissolve 38 tsp instant coffee in 760 ml hot water; divide among 19 cups.","800 ml brewed espresso","2000 ml whole milk","Brew 20 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 20 small cups. Serve unsweetened at the opening cue.","20 tasting portions. 1 small unsweetened cup per guest.","40 tsp instant coffee, regular or decaf","800 ml hot water","Dissolve 40 tsp instant coffee in 800 ml hot water; divide among 20 cups.","2 sliced sandwich bread","80 g cooked sliced ham","40 g comté cheese","90 g cheddar cheese","7 1/2 g unsalted butter","7 1/2 g all-purpose flour","75 ml whole milk","1/4 tsp mustard powder","Heat oven to 400°F. Melt 7 1/2 g butter; stir in 7 1/2 g flour for 2 minutes. Whisk in 75 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Toast one side of each bread slice under the broiler. Keep watching.","Toast bread. Split the Comté and remaining Cheddar together. On half the slices, add a spoonful of sauce, half the cheese mixture and all the ham. Close with remaining slices, toasted sides outward.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 1 sandwiches; serve 1 halves and reserve any spare half.","Equipment: Saucepan; whisk; baking tray; oven/broiler. Allergens: Wheat, milk; mustard. Best fresh. For the before-play plan hold briefly in a 225°F oven with food at least 140°F; avoid tight wrapping that traps steam. Refrigerate any leftovers promptly; reheat to 165°F.\n\nPreparation notes: Raymond Blanc/Waitrose base, unchanged two-sandwich batch. Mustard powder replaces Dijon solely to avoid wine-containing mustard. No chives garnish. This is half a rich sandwich per guest, with meatballs later. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","1 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","1 sliced sandwich bread","40 g cooked sliced ham","30 g cheddar cheese","1/2 large eggs","1/8 tsp mustard powder","Preheat broiler; lightly toast both sides of the bread.","Beat eggs and mix with grated cheese, chopped ham and mustard. Divide over toast in a thin, even layer.","Broil 3–5 minutes, watching closely. The topping must set and reach 160°F; if browning too fast, finish at 350°F. Serve one toast per guest.","Equipment: Broiler-safe tray; bowl; thermometer. Allergens: Wheat, milk, egg; mustard. Hold briefly at least 140°F or serve promptly. Refrigerate leftovers and reheat to 165°F.\n\nPreparation notes: Good Food’s quick egg-and-cheese topping, doubled, with explicit weights and doneness added. Open-faced rather than a béchamel sandwich; not an identical photograph or method. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus. The photograph illustrates Homemade; this shortcut has a different appearance.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 1 sandwiches; serve 2 halves and reserve any spare half.","2 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","60 g cheddar cheese","1 large eggs","4 each sliced sandwich bread","160 g cooked sliced ham","80 g comté cheese","180 g cheddar cheese","15 g unsalted butter","15 g all-purpose flour","150 ml whole milk","0.5 tsp mustard powder","Heat oven to 400°F. Melt 15 g butter; stir in 15 g flour for 2 minutes. Whisk in 150 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 2 sandwiches; serve 3 halves and reserve any spare half.","3 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","3 sliced sandwich bread","120 g cooked sliced ham","1 1/2 large eggs","3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 2 sandwiches; serve 4 halves and reserve any spare half.","4 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","120 g cheddar cheese","2 each large eggs","6 sliced sandwich bread","240 g cooked sliced ham","120 g comté cheese","270 g cheddar cheese","22 1/2 g unsalted butter","22 1/2 g all-purpose flour","225 ml whole milk","3/4 tsp mustard powder","Heat oven to 400°F. Melt 22 1/2 g butter; stir in 22 1/2 g flour for 2 minutes. Whisk in 225 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 3 sandwiches; serve 5 halves and reserve any spare half.","5 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","5 sliced sandwich bread","200 g cooked sliced ham","150 g cheddar cheese","2 1/2 large eggs","5/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 3 sandwiches; serve 6 halves and reserve any spare half.","6 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","3 large eggs","8 sliced sandwich bread","320 g cooked sliced ham","160 g comté cheese","360 g cheddar cheese","30 g unsalted butter","30 g all-purpose flour","1 tsp mustard powder","Heat oven to 400°F. Melt 30 g butter; stir in 30 g flour for 2 minutes. Whisk in 300 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 4 sandwiches; serve 7 halves and reserve any spare half.","7 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","7 sliced sandwich bread","280 g cooked sliced ham","210 g cheddar cheese","3 1/2 large eggs","7/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 4 sandwiches; serve 8 halves and reserve any spare half.","8 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","240 g cheddar cheese","4 large eggs","10 sliced sandwich bread","400 g cooked sliced ham","200 g comté cheese","450 g cheddar cheese","37 1/2 g unsalted butter","37 1/2 g all-purpose flour","375 ml whole milk","1 1/4 tsp mustard powder","Heat oven to 400°F. Melt 37 1/2 g butter; stir in 37 1/2 g flour for 2 minutes. Whisk in 375 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 5 sandwiches; serve 9 halves and reserve any spare half.","9 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","9 sliced sandwich bread","360 g cooked sliced ham","4 1/2 large eggs","1 1/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 5 sandwiches; serve 10 halves and reserve any spare half.","10 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","300 g cheddar cheese","5 large eggs","12 sliced sandwich bread","480 g cooked sliced ham","240 g comté cheese","540 g cheddar cheese","45 g unsalted butter","45 g all-purpose flour","450 ml whole milk","1 1/2 tsp mustard powder","Heat oven to 400°F. Melt 45 g butter; stir in 45 g flour for 2 minutes. Whisk in 450 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 6 sandwiches; serve 11 halves and reserve any spare half.","11 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","11 sliced sandwich bread","440 g cooked sliced ham","330 g cheddar cheese","5 1/2 large eggs","1 3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 6 sandwiches; serve 12 halves and reserve any spare half.","12 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","6 large eggs","14 sliced sandwich bread","560 g cooked sliced ham","280 g comté cheese","630 g cheddar cheese","52 1/2 g unsalted butter","52 1/2 g all-purpose flour","525 ml whole milk","1 3/4 tsp mustard powder","Heat oven to 400°F. Melt 52 1/2 g butter; stir in 52 1/2 g flour for 2 minutes. Whisk in 525 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 7 sandwiches; serve 13 halves and reserve any spare half.","13 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","13 sliced sandwich bread","520 g cooked sliced ham","390 g cheddar cheese","6 1/2 large eggs","1 5/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 7 sandwiches; serve 14 halves and reserve any spare half.","14 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","420 g cheddar cheese","7 large eggs","16 sliced sandwich bread","640 g cooked sliced ham","320 g comté cheese","720 g cheddar cheese","60 g unsalted butter","60 g all-purpose flour","2 tsp mustard powder","Heat oven to 400°F. Melt 60 g butter; stir in 60 g flour for 2 minutes. Whisk in 600 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 8 sandwiches; serve 15 halves and reserve any spare half.","15 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","15 sliced sandwich bread","600 g cooked sliced ham","7 1/2 large eggs","1 7/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 8 sandwiches; serve 16 halves and reserve any spare half.","16 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","480 g cheddar cheese","8 large eggs","18 sliced sandwich bread","720 g cooked sliced ham","360 g comté cheese","810 g cheddar cheese","67 1/2 g unsalted butter","67 1/2 g all-purpose flour","675 ml whole milk","2 1/4 tsp mustard powder","Heat oven to 400°F. Melt 67 1/2 g butter; stir in 67 1/2 g flour for 2 minutes. Whisk in 675 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 9 sandwiches; serve 17 halves and reserve any spare half.","17 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","17 sliced sandwich bread","680 g cooked sliced ham","510 g cheddar cheese","8 1/2 large eggs","2 1/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 9 sandwiches; serve 18 halves and reserve any spare half.","18 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","9 large eggs","20 sliced sandwich bread","800 g cooked sliced ham","400 g comté cheese","900 g cheddar cheese","75 g unsalted butter","75 g all-purpose flour","750 ml whole milk","2 1/2 tsp mustard powder","Heat oven to 400°F. Melt 75 g butter; stir in 75 g flour for 2 minutes. Whisk in 750 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 10 sandwiches; serve 19 halves and reserve any spare half.","19 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","19 sliced sandwich bread","760 g cooked sliced ham","570 g cheddar cheese","9 1/2 large eggs","2 3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 10 sandwiches; serve 20 halves and reserve any spare half.","20 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","600 g cheddar cheese","10 large eggs","3 fresh shucked oysters","14 1/8 g unsalted butter","3 1/2 g fresh parsley","3 1/2 g fresh basil","3/4 garlic cloves","1/8 lemon","1/32 tsp table salt","1/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 3 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. Serve the warm dishes on cool saucers.","Equipment: 4 shallow ovenproof dishes; tray; oven. Allergens: Molluscan shellfish, milk. Keep raw oysters refrigerated until cooking. Serve promptly; before-play holding uses the monitored hot-water bath described below. Do not serve raw.\n\nPreparation notes: Half of ECSGA/Kenji’s 24-oyster butter ratio. Oven method intentionally replaces grill/shucking steps with CDC’s shucked-oyster baking guidance. Any fresh oyster variety may be used; Angasi sourcing is not required. No shells are needed for ramekin service. Serve together with the grape juice at 00:09:20. Frozen alternative: use three frozen in-shell or half-shell oysters per guest instead of fresh. Keep frozen until the package’s thaw/cook step. If thawing is directed, thaw covered in the refrigerator overnight or longer as labeled. Follow that product’s full cooking instructions; the 450°F/10-minute method above is for shucked oysters, not validated for frozen whole-shell oysters. Do not use a live-shell tap test or shell opening alone as proof of doneness. Expand the host-plan cooking window to fit the label. Serve fully cooked.","1 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","40 g canned whole cooked oysters, drained","5 g unsalted butter","2 1/2 ml lemon juice","1/4 tsp dried parsley","1/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 40 g. Check drained yield when buying cans.","Warm butter, parsley and garlic powder in a covered skillet. Add oysters and heat gently to 165°F, about 5–8 minutes.","Add lemon juice and divide among 1 small dishes.","Equipment: Small covered skillet; thermometer; 4 small dishes. Allergens: Molluscan shellfish, milk. Serve promptly or hold at least 140°F. Refrigerate unused opened oysters immediately.\n\nPreparation notes: Canned oysters are a softer, smaller-looking shortcut, not a fresh half-shell equivalent. Buy enough cans to supply 160 g DRAINED weight; an 8 oz can’s net weight includes liquid. Check actual drained yield rather than assuming one can suffices. Serve together with the grape juice at 00:09:20. The photograph illustrates Homemade; this shortcut has a different appearance.","6 fresh shucked oysters","28 1/4 g unsalted butter","7 g fresh parsley","7 g fresh basil","1 1/2 garlic cloves","1/4 lemon","1/16 tsp table salt","1/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 6 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","2 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","80 g canned whole cooked oysters, drained","10 g unsalted butter","5 ml lemon juice","1/2 tsp dried parsley","1/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 80 g. Check drained yield when buying cans.","Add lemon juice and divide among 2 small dishes.","9 fresh shucked oysters","42 3/8 g unsalted butter","10 1/2 g fresh parsley","10 1/2 g fresh basil","2 1/4 garlic cloves","3/8 lemon","3/32 tsp table salt","3/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 9 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","3 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","120 g canned whole cooked oysters, drained","7 1/2 ml lemon juice","3/4 tsp dried parsley","3/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 120 g. Check drained yield when buying cans.","Add lemon juice and divide among 3 small dishes.","12 each fresh shucked oysters","56.5 g unsalted butter","14 g fresh parsley","14 g fresh basil","3 each garlic cloves","0.5 each lemon","0.125 tsp table salt","0.125 tsp black pepper","Heat oven to 450°F. Drain and inspect 12 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","4 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","160 g canned whole cooked oysters, drained","20 g unsalted butter","10 ml lemon juice","1 tsp dried parsley","0.25 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 160 g. Check drained yield when buying cans.","Add lemon juice and divide among 4 small dishes.","15 fresh shucked oysters","70 5/8 g unsalted butter","17 1/2 g fresh parsley","17 1/2 g fresh basil","3 3/4 garlic cloves","5/8 lemon","5/32 tsp table salt","5/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 15 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","5 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","200 g canned whole cooked oysters, drained","25 g unsalted butter","12 1/2 ml lemon juice","1 1/4 tsp dried parsley","5/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 200 g. Check drained yield when buying cans.","Add lemon juice and divide among 5 small dishes.","18 fresh shucked oysters","84 3/4 g unsalted butter","21 g fresh parsley","21 g fresh basil","4 1/2 garlic cloves","3/4 lemon","3/16 tsp table salt","3/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 18 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","6 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","240 g canned whole cooked oysters, drained","15 ml lemon juice","1 1/2 tsp dried parsley","3/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 240 g. Check drained yield when buying cans.","Add lemon juice and divide among 6 small dishes.","21 fresh shucked oysters","98 7/8 g unsalted butter","24 1/2 g fresh parsley","24 1/2 g fresh basil","5 1/4 garlic cloves","7/8 lemon","7/32 tsp table salt","7/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 21 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","7 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","280 g canned whole cooked oysters, drained","35 g unsalted butter","17 1/2 ml lemon juice","1 3/4 tsp dried parsley","7/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 280 g. Check drained yield when buying cans.","Add lemon juice and divide among 7 small dishes.","24 fresh shucked oysters","113 g unsalted butter","28 g fresh parsley","28 g fresh basil","6 garlic cloves","1 lemon","1/4 tsp table salt","1/4 tsp black pepper","Heat oven to 450°F. Drain and inspect 24 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","8 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","320 g canned whole cooked oysters, drained","40 g unsalted butter","20 ml lemon juice","2 tsp dried parsley","1/2 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 320 g. Check drained yield when buying cans.","Add lemon juice and divide among 8 small dishes.","27 fresh shucked oysters","127 1/8 g unsalted butter","31 1/2 g fresh parsley","31 1/2 g fresh basil","6 3/4 garlic cloves","1 1/8 lemon","9/32 tsp table salt","9/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 27 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","9 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","360 g canned whole cooked oysters, drained","22 1/2 ml lemon juice","2 1/4 tsp dried parsley","9/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 360 g. Check drained yield when buying cans.","Add lemon juice and divide among 9 small dishes.","30 fresh shucked oysters","141 1/4 g unsalted butter","35 g fresh parsley","35 g fresh basil","7 1/2 garlic cloves","1 1/4 lemon","5/16 tsp table salt","5/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 30 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","10 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","400 g canned whole cooked oysters, drained","50 g unsalted butter","25 ml lemon juice","2 1/2 tsp dried parsley","5/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 400 g. Check drained yield when buying cans.","Add lemon juice and divide among 10 small dishes.","33 fresh shucked oysters","155 3/8 g unsalted butter","38 1/2 g fresh parsley","38 1/2 g fresh basil","8 1/4 garlic cloves","1 3/8 lemon","11/32 tsp table salt","11/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 33 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","11 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","440 g canned whole cooked oysters, drained","55 g unsalted butter","27 1/2 ml lemon juice","2 3/4 tsp dried parsley","11/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 440 g. Check drained yield when buying cans.","Add lemon juice and divide among 11 small dishes.","36 fresh shucked oysters","169 1/2 g unsalted butter","42 g fresh parsley","42 g fresh basil","9 garlic cloves","1 1/2 lemon","3/8 tsp table salt","3/8 tsp black pepper","Heat oven to 450°F. Drain and inspect 36 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","12 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","480 g canned whole cooked oysters, drained","30 ml lemon juice","3 tsp dried parsley","3/4 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 480 g. Check drained yield when buying cans.","Add lemon juice and divide among 12 small dishes.","39 fresh shucked oysters","183 5/8 g unsalted butter","45 1/2 g fresh parsley","45 1/2 g fresh basil","9 3/4 garlic cloves","1 5/8 lemon","13/32 tsp table salt","13/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 39 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","13 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","520 g canned whole cooked oysters, drained","65 g unsalted butter","32 1/2 ml lemon juice","3 1/4 tsp dried parsley","13/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 520 g. Check drained yield when buying cans.","Add lemon juice and divide among 13 small dishes.","42 fresh shucked oysters","197 3/4 g unsalted butter","49 g fresh parsley","49 g fresh basil","10 1/2 garlic cloves","1 3/4 lemon","7/16 tsp table salt","7/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 42 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","14 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","560 g canned whole cooked oysters, drained","70 g unsalted butter","35 ml lemon juice","3 1/2 tsp dried parsley","7/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 560 g. Check drained yield when buying cans.","Add lemon juice and divide among 14 small dishes.","45 fresh shucked oysters","211 7/8 g unsalted butter","52 1/2 g fresh parsley","52 1/2 g fresh basil","11 1/4 garlic cloves","1 7/8 lemon","15/32 tsp table salt","15/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 45 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","15 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","600 g canned whole cooked oysters, drained","37 1/2 ml lemon juice","3 3/4 tsp dried parsley","15/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 600 g. Check drained yield when buying cans.","Add lemon juice and divide among 15 small dishes.","48 fresh shucked oysters","226 g unsalted butter","56 g fresh parsley","56 g fresh basil","12 garlic cloves","2 lemon","1/2 tsp table salt","1/2 tsp black pepper","Heat oven to 450°F. Drain and inspect 48 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","16 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","640 g canned whole cooked oysters, drained","80 g unsalted butter","40 ml lemon juice","4 tsp dried parsley","1 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 640 g. Check drained yield when buying cans.","Add lemon juice and divide among 16 small dishes.","51 fresh shucked oysters","240 1/8 g unsalted butter","59 1/2 g fresh parsley","59 1/2 g fresh basil","12 3/4 garlic cloves","2 1/8 lemon","17/32 tsp table salt","17/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 51 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","17 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","680 g canned whole cooked oysters, drained","85 g unsalted butter","42 1/2 ml lemon juice","4 1/4 tsp dried parsley","1 1/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 680 g. Check drained yield when buying cans.","Add lemon juice and divide among 17 small dishes.","54 fresh shucked oysters","254 1/4 g unsalted butter","63 g fresh parsley","63 g fresh basil","13 1/2 garlic cloves","2 1/4 lemon","9/16 tsp table salt","9/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 54 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","18 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","720 g canned whole cooked oysters, drained","90 g unsalted butter","45 ml lemon juice","4 1/2 tsp dried parsley","1 1/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 720 g. Check drained yield when buying cans.","Add lemon juice and divide among 18 small dishes.","57 fresh shucked oysters","268 3/8 g unsalted butter","66 1/2 g fresh parsley","66 1/2 g fresh basil","14 1/4 garlic cloves","2 3/8 lemon","19/32 tsp table salt","19/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 57 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","19 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","760 g canned whole cooked oysters, drained","95 g unsalted butter","47 1/2 ml lemon juice","4 3/4 tsp dried parsley","1 3/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 760 g. Check drained yield when buying cans.","Add lemon juice and divide among 19 small dishes.","60 fresh shucked oysters","282 1/2 g unsalted butter","70 g fresh parsley","70 g fresh basil","15 garlic cloves","2 1/2 lemon","5/8 tsp table salt","5/8 tsp black pepper","Heat oven to 450°F. Drain and inspect 60 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","20 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","800 g canned whole cooked oysters, drained","100 g unsalted butter","50 ml lemon juice","5 tsp dried parsley","1 1/4 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 800 g. Check drained yield when buying cans.","Add lemon juice and divide among 20 small dishes.","60 ml 100% white grape juice","60 ml plain sparkling water","Chill juice and sparkling water.","At the invitation cue, gently combine equal amounts, or pour 60 ml of each directly into each glass.","Serve 120 ml per guest with the oysters. Do not add syrup or sugar.","Equipment: Measuring jug; 4 small glasses. Allergens: Check juice label for sulfites. Keep components chilled and sealed; mix only when serving so bubbles last.\n\nPreparation notes: An original simple juice-and-seltzer assembly informed by Welch’s white grape products, not a claim of a publisher-authored recipe. It remains a grape-juice drink and is not fermented.","1 tasting portions. 120 ml per guest.","120 ml bottled non-alcoholic sparkling white grape juice","Chill the sealed bottle.","Open at the combined oyster course and pour 120 ml into each of 1 small glasses. Refrigerate the remainder.","Equipment: 4 small glasses; measuring jug. Allergens: Check chosen label. Keep sealed until service; do not pour before the movie.\n\nPreparation notes: Use Welch’s 100% White Grape Juice Sparkling, or its clearly non-alcoholic juice cocktail. One verified 25.4 fl oz bottle provides about 750 ml, more than the 480 ml served. No wine or dealcoholized wine.","120 ml 100% white grape juice","120 ml plain sparkling water","2 tasting portions. 120 ml per guest.","240 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 2 small glasses. Refrigerate the remainder.","180 ml 100% white grape juice","180 ml plain sparkling water","3 tasting portions. 120 ml per guest.","360 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 3 small glasses. Refrigerate the remainder.","240 ml 100% white grape juice","240 ml plain sparkling water","4 tasting portions. 120 ml per guest.","480 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 4 small glasses. Refrigerate the remainder.","300 ml 100% white grape juice","300 ml plain sparkling water","5 tasting portions. 120 ml per guest.","600 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 5 small glasses. Refrigerate the remainder.","360 ml 100% white grape juice","360 ml plain sparkling water","6 tasting portions. 120 ml per guest.","720 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 6 small glasses. Refrigerate the remainder.","420 ml 100% white grape juice","420 ml plain sparkling water","7 tasting portions. 120 ml per guest.","840 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 7 small glasses. Refrigerate the remainder.","480 ml 100% white grape juice","480 ml plain sparkling water","8 tasting portions. 120 ml per guest.","960 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 8 small glasses. Refrigerate the remainder.","540 ml 100% white grape juice","540 ml plain sparkling water","9 tasting portions. 120 ml per guest.","1080 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 9 small glasses. Refrigerate the remainder.","600 ml 100% white grape juice","600 ml plain sparkling water","10 tasting portions. 120 ml per guest.","1200 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 10 small glasses. Refrigerate the remainder.","660 ml 100% white grape juice","660 ml plain sparkling water","11 tasting portions. 120 ml per guest.","1320 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 11 small glasses. Refrigerate the remainder.","720 ml 100% white grape juice","720 ml plain sparkling water","12 tasting portions. 120 ml per guest.","1440 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 12 small glasses. Refrigerate the remainder.","780 ml 100% white grape juice","780 ml plain sparkling water","13 tasting portions. 120 ml per guest.","1560 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 13 small glasses. Refrigerate the remainder.","840 ml 100% white grape juice","840 ml plain sparkling water","14 tasting portions. 120 ml per guest.","1680 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 14 small glasses. Refrigerate the remainder.","900 ml 100% white grape juice","900 ml plain sparkling water","15 tasting portions. 120 ml per guest.","1800 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 15 small glasses. Refrigerate the remainder.","960 ml 100% white grape juice","960 ml plain sparkling water","16 tasting portions. 120 ml per guest.","1920 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 16 small glasses. Refrigerate the remainder.","1020 ml 100% white grape juice","1020 ml plain sparkling water","17 tasting portions. 120 ml per guest.","2040 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 17 small glasses. Refrigerate the remainder.","1080 ml 100% white grape juice","1080 ml plain sparkling water","18 tasting portions. 120 ml per guest.","2160 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 18 small glasses. Refrigerate the remainder.","1140 ml 100% white grape juice","1140 ml plain sparkling water","19 tasting portions. 120 ml per guest.","2280 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 19 small glasses. Refrigerate the remainder.","1200 ml 100% white grape juice","1200 ml plain sparkling water","20 tasting portions. 120 ml per guest.","2400 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 20 small glasses. Refrigerate the remainder.","125 g ground beef","1/4 cup crustless white bread, diced","30 g onion, grated with juice","1/4 large eggs","3 3/4 g fresh parsley","1 garlic cloves","6 1/4 g parmesan cheese","9 3/8 ml olive oil","27 1/2 g onion, finely chopped","175 g tomato passata","30 ml water","3/4 tsp dried Italian herbs","1/4 tsp smoked paprika","1/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 5 equal balls.","Brown in three-fifths of the measured oil, in uncrowded batches; remove.","Add the remaining oil, chopped onion and garlic; soften 2–3 minutes. Add passata, water, herbs, paprika, chili and remaining salt.","Return meatballs; simmer gently 10–15 minutes, turning, until centers reach 160°F. Serve five per guest with sauce.","Equipment: Large skillet with lid; bowl; grater; thermometer. Allergens: Wheat, milk, egg. Cook ahead and refrigerate in shallow containers; reheat to 165°F. Hold hot at least 140°F. Do not use a slow cooker to reheat cold meatballs.\n\nPreparation notes: RecipeTin Eats base uses its permitted all-beef option. Preserve bread/onion/egg ratio; add smoked paprika and reduce chili to 1/8 tsp across the batch. No sugary glaze or pasta. Optional extra chili is separate at the table. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","1 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","125 g fully cooked frozen meatballs","125 g no-added-sugar marinara sauce","15 ml water","Combine marinara, water, paprika and chili in a saucepan. Add frozen fully cooked meatballs.","Cover and simmer gently 20–25 minutes, stirring, or follow the actual package’s longer instructions. Verify 165°F throughout.","Divide 125 g cooked meatballs and their sauce among 1 servings. Offer extra chili separately.","Equipment: Covered saucepan; thermometer. Allergens: Commonly wheat, milk, egg and soy; check package. Hold at least 140°F until the explosion cue. Refrigerate leftovers promptly.\n\nPreparation notes: Rosina’s sauce-heating method is the reference. Meatball sizes vary: divide 500 g rather than assuming the homemade count. Check both meatball and sauce labels for wine or spirits.","250 g ground beef","1/2 cup crustless white bread, diced","60 g onion, grated with juice","7 1/2 g fresh parsley","2 garlic cloves","12 1/2 g parmesan cheese","1/8 tsp black pepper","18 3/4 ml olive oil","55 g onion, finely chopped","350 g tomato passata","60 ml water","1 1/2 tsp dried Italian herbs","1/2 tsp smoked paprika","1/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 10 equal balls.","2 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","250 g fully cooked frozen meatballs","250 g no-added-sugar marinara sauce","Divide 250 g cooked meatballs and their sauce among 2 servings. Offer extra chili separately.","375 g ground beef","3/4 cup crustless white bread, diced","90 g onion, grated with juice","3/4 large eggs","11 1/4 g fresh parsley","3 garlic cloves","18 3/4 g parmesan cheese","21/32 tsp table salt","28 1/8 ml olive oil","82 1/2 g onion, finely chopped","525 g tomato passata","90 ml water","2 1/4 tsp dried Italian herbs","3/4 tsp smoked paprika","3/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 15 equal balls.","3 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","375 g fully cooked frozen meatballs","375 g no-added-sugar marinara sauce","45 ml water","Divide 375 g cooked meatballs and their sauce among 3 servings. Offer extra chili separately.","500 g ground beef","1 cup crustless white bread, diced","120 g onion, grated with juice","1 each large eggs","15 g fresh parsley","4 each garlic cloves","25 g parmesan cheese","0.875 tsp table salt","0.25 tsp black pepper","37.5 ml olive oil","110 g onion, finely chopped","700 g tomato passata","120 ml water","3 tsp dried Italian herbs","1 tsp smoked paprika","0.125 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 20 equal balls.","4 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","500 g fully cooked frozen meatballs","500 g no-added-sugar marinara sauce","Divide 500 g cooked meatballs and their sauce among 4 servings. Offer extra chili separately.","625 g ground beef","1 1/4 cups crustless white bread, diced","150 g onion, grated with juice","1 1/4 large eggs","18 3/4 g fresh parsley","5 garlic cloves","31 1/4 g parmesan cheese","1 3/32 tsp table salt","46 7/8 ml olive oil","137 1/2 g onion, finely chopped","875 g tomato passata","150 ml water","3 3/4 tsp dried Italian herbs","1 1/4 tsp smoked paprika","5/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 25 equal balls.","5 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","625 g fully cooked frozen meatballs","625 g no-added-sugar marinara sauce","75 ml water","Divide 625 g cooked meatballs and their sauce among 5 servings. Offer extra chili separately.","750 g ground beef","1 1/2 cups crustless white bread, diced","180 g onion, grated with juice","22 1/2 g fresh parsley","37 1/2 g parmesan cheese","1 5/16 tsp table salt","56 1/4 ml olive oil","165 g onion, finely chopped","1050 g tomato passata","180 ml water","4 1/2 tsp dried Italian herbs","1 1/2 tsp smoked paprika","3/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 30 equal balls.","6 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","750 g fully cooked frozen meatballs","750 g no-added-sugar marinara sauce","Divide 750 g cooked meatballs and their sauce among 6 servings. Offer extra chili separately.","875 g ground beef","1 3/4 cups crustless white bread, diced","210 g onion, grated with juice","1 3/4 large eggs","26 1/4 g fresh parsley","7 garlic cloves","43 3/4 g parmesan cheese","1 17/32 tsp table salt","65 5/8 ml olive oil","192 1/2 g onion, finely chopped","1225 g tomato passata","210 ml water","5 1/4 tsp dried Italian herbs","1 3/4 tsp smoked paprika","7/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 35 equal balls.","7 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","875 g fully cooked frozen meatballs","875 g no-added-sugar marinara sauce","105 ml water","Divide 875 g cooked meatballs and their sauce among 7 servings. Offer extra chili separately.","1000 g ground beef","2 cups crustless white bread, diced","240 g onion, grated with juice","2 large eggs","30 g fresh parsley","8 garlic cloves","50 g parmesan cheese","1 3/4 tsp table salt","75 ml olive oil","220 g onion, finely chopped","1400 g tomato passata","240 ml water","6 tsp dried Italian herbs","2 tsp smoked paprika","1/4 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 40 equal balls.","8 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1000 g fully cooked frozen meatballs","1000 g no-added-sugar marinara sauce","Divide 1000 g cooked meatballs and their sauce among 8 servings. Offer extra chili separately.","1125 g ground beef","2 1/4 cups crustless white bread, diced","270 g onion, grated with juice","2 1/4 large eggs","33 3/4 g fresh parsley","56 1/4 g parmesan cheese","1 31/32 tsp table salt","84 3/8 ml olive oil","247 1/2 g onion, finely chopped","1575 g tomato passata","270 ml water","6 3/4 tsp dried Italian herbs","2 1/4 tsp smoked paprika","9/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 45 equal balls.","9 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1125 g fully cooked frozen meatballs","1125 g no-added-sugar marinara sauce","135 ml water","Divide 1125 g cooked meatballs and their sauce among 9 servings. Offer extra chili separately.","1250 g ground beef","2 1/2 cups crustless white bread, diced","300 g onion, grated with juice","37 1/2 g fresh parsley","10 garlic cloves","62 1/2 g parmesan cheese","2 3/16 tsp table salt","93 3/4 ml olive oil","275 g onion, finely chopped","1750 g tomato passata","300 ml water","7 1/2 tsp dried Italian herbs","2 1/2 tsp smoked paprika","5/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 50 equal balls.","10 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1250 g fully cooked frozen meatballs","1250 g no-added-sugar marinara sauce","Divide 1250 g cooked meatballs and their sauce among 10 servings. Offer extra chili separately.","1375 g ground beef","2 3/4 cups crustless white bread, diced","330 g onion, grated with juice","2 3/4 large eggs","41 1/4 g fresh parsley","11 garlic cloves","68 3/4 g parmesan cheese","2 13/32 tsp table salt","11/16 tsp black pepper","103 1/8 ml olive oil","302 1/2 g onion, finely chopped","1925 g tomato passata","330 ml water","8 1/4 tsp dried Italian herbs","2 3/4 tsp smoked paprika","11/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 55 equal balls.","11 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1375 g fully cooked frozen meatballs","1375 g no-added-sugar marinara sauce","165 ml water","Divide 1375 g cooked meatballs and their sauce among 11 servings. Offer extra chili separately.","1500 g ground beef","3 cups crustless white bread, diced","360 g onion, grated with juice","45 g fresh parsley","75 g parmesan cheese","2 5/8 tsp table salt","3/4 tsp black pepper","112 1/2 ml olive oil","330 g onion, finely chopped","2100 g tomato passata","360 ml water","9 tsp dried Italian herbs","3 tsp smoked paprika","3/8 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 60 equal balls.","12 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1500 g fully cooked frozen meatballs","1500 g no-added-sugar marinara sauce","Divide 1500 g cooked meatballs and their sauce among 12 servings. Offer extra chili separately.","1625 g ground beef","3 1/4 cups crustless white bread, diced","390 g onion, grated with juice","3 1/4 large eggs","48 3/4 g fresh parsley","13 garlic cloves","81 1/4 g parmesan cheese","2 27/32 tsp table salt","13/16 tsp black pepper","121 7/8 ml olive oil","357 1/2 g onion, finely chopped","2275 g tomato passata","390 ml water","9 3/4 tsp dried Italian herbs","3 1/4 tsp smoked paprika","13/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 65 equal balls.","13 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1625 g fully cooked frozen meatballs","1625 g no-added-sugar marinara sauce","195 ml water","Divide 1625 g cooked meatballs and their sauce among 13 servings. Offer extra chili separately.","1750 g ground beef","3 1/2 cups crustless white bread, diced","420 g onion, grated with juice","14 garlic cloves","87 1/2 g parmesan cheese","3 1/16 tsp table salt","7/8 tsp black pepper","131 1/4 ml olive oil","385 g onion, finely chopped","2450 g tomato passata","420 ml water","10 1/2 tsp dried Italian herbs","3 1/2 tsp smoked paprika","7/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 70 equal balls.","14 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1750 g fully cooked frozen meatballs","1750 g no-added-sugar marinara sauce","Divide 1750 g cooked meatballs and their sauce among 14 servings. Offer extra chili separately.","1875 g ground beef","3 3/4 cups crustless white bread, diced","450 g onion, grated with juice","3 3/4 large eggs","56 1/4 g fresh parsley","93 3/4 g parmesan cheese","3 9/32 tsp table salt","15/16 tsp black pepper","140 5/8 ml olive oil","412 1/2 g onion, finely chopped","2625 g tomato passata","450 ml water","11 1/4 tsp dried Italian herbs","3 3/4 tsp smoked paprika","15/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 75 equal balls.","15 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1875 g fully cooked frozen meatballs","1875 g no-added-sugar marinara sauce","225 ml water","Divide 1875 g cooked meatballs and their sauce among 15 servings. Offer extra chili separately.","2000 g ground beef","4 cups crustless white bread, diced","480 g onion, grated with juice","60 g fresh parsley","16 garlic cloves","100 g parmesan cheese","3 1/2 tsp table salt","1 tsp black pepper","150 ml olive oil","440 g onion, finely chopped","2800 g tomato passata","480 ml water","12 tsp dried Italian herbs","4 tsp smoked paprika","1/2 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 80 equal balls.","16 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2000 g fully cooked frozen meatballs","2000 g no-added-sugar marinara sauce","Divide 2000 g cooked meatballs and their sauce among 16 servings. Offer extra chili separately.","2125 g ground beef","4 1/4 cups crustless white bread, diced","510 g onion, grated with juice","4 1/4 large eggs","63 3/4 g fresh parsley","17 garlic cloves","106 1/4 g parmesan cheese","3 23/32 tsp table salt","1 1/16 tsp black pepper","159 3/8 ml olive oil","467 1/2 g onion, finely chopped","2975 g tomato passata","510 ml water","12 3/4 tsp dried Italian herbs","4 1/4 tsp smoked paprika","17/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 85 equal balls.","17 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2125 g fully cooked frozen meatballs","2125 g no-added-sugar marinara sauce","255 ml water","Divide 2125 g cooked meatballs and their sauce among 17 servings. Offer extra chili separately.","2250 g ground beef","4 1/2 cups crustless white bread, diced","540 g onion, grated with juice","67 1/2 g fresh parsley","18 garlic cloves","112 1/2 g parmesan cheese","3 15/16 tsp table salt","1 1/8 tsp black pepper","168 3/4 ml olive oil","495 g onion, finely chopped","3150 g tomato passata","540 ml water","13 1/2 tsp dried Italian herbs","4 1/2 tsp smoked paprika","9/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 90 equal balls.","18 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2250 g fully cooked frozen meatballs","2250 g no-added-sugar marinara sauce","Divide 2250 g cooked meatballs and their sauce among 18 servings. Offer extra chili separately.","2375 g ground beef","4 3/4 cups crustless white bread, diced","570 g onion, grated with juice","4 3/4 large eggs","71 1/4 g fresh parsley","19 garlic cloves","118 3/4 g parmesan cheese","4 5/32 tsp table salt","1 3/16 tsp black pepper","178 1/8 ml olive oil","522 1/2 g onion, finely chopped","3325 g tomato passata","570 ml water","14 1/4 tsp dried Italian herbs","4 3/4 tsp smoked paprika","19/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 95 equal balls.","19 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2375 g fully cooked frozen meatballs","2375 g no-added-sugar marinara sauce","285 ml water","Divide 2375 g cooked meatballs and their sauce among 19 servings. Offer extra chili separately.","2500 g ground beef","5 cups crustless white bread, diced","600 g onion, grated with juice","75 g fresh parsley","20 garlic cloves","125 g parmesan cheese","4 3/8 tsp table salt","1 1/4 tsp black pepper","187 1/2 ml olive oil","550 g onion, finely chopped","3500 g tomato passata","600 ml water","15 tsp dried Italian herbs","5 tsp smoked paprika","5/8 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 100 equal balls.","20 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2500 g fully cooked frozen meatballs","2500 g no-added-sugar marinara sauce","Divide 2500 g cooked meatballs and their sauce among 20 servings. Offer extra chili separately.","50 g eggplant, trimmed","31 1/4 g zucchini, trimmed","18 3/4 g bell pepper, trimmed","18 3/4 g onion, sliced","1/2 garlic cloves","7 1/2 ml olive oil","25 g fresh tomato","99 1/4 g crushed tomatoes","15/16 ml lemon juice","1 1/4 g fresh basil","Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.","Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.","Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.","Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus.","Equipment: Wide sauté pan; bowl; knife. Allergens: No major common allergens inherent; check labels. Good made a day ahead. Chill promptly; reheat to 165°F and hold at least 140°F until the cue.\n\nPreparation notes: Half-batch adaptation of A Couple Cooks, using practical trimmed weights and table-salt conversion. Optional pistou omitted. This is a rustic stew, not a claim to recreate the Pixar plated spiral.","1 tasting portions. 150–180 g vegetables per guest.","50 g pre-cut eggplant","31 1/4 g pre-cut zucchini","18 3/4 g pre-cut bell pepper","18 3/4 g pre-cut onion","3 3/4 ml olive oil","99 1/4 g no-added-sugar marinara sauce","1/4 tsp dried Italian herbs","Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.","Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.","Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus.","Equipment: Wide covered skillet. Allergens: Check marinara label. Refrigerate cooked leftovers promptly. Reheat to 165°F; hold at least 140°F.\n\nPreparation notes: Bought chopped vegetables and prepared sauce remove chopping and sauce-making, not cooking. If pre-cut vegetables are unavailable, add 10 minutes prep. This version is not Instant. No wine-containing sauce.","100 g eggplant, trimmed","62 1/2 g zucchini, trimmed","37 1/2 g bell pepper, trimmed","37 1/2 g onion, sliced","15 ml olive oil","50 g fresh tomato","198 1/2 g crushed tomatoes","1 7/8 ml lemon juice","2 1/2 g fresh basil","2 tasting portions. 150–180 g vegetables per guest.","100 g pre-cut eggplant","62 1/2 g pre-cut zucchini","37 1/2 g pre-cut bell pepper","37 1/2 g pre-cut onion","198 1/2 g no-added-sugar marinara sauce","1/2 tsp dried Italian herbs","150 g eggplant, trimmed","93 3/4 g zucchini, trimmed","56 1/4 g bell pepper, trimmed","56 1/4 g onion, sliced","22 1/2 ml olive oil","75 g fresh tomato","297 3/4 g crushed tomatoes","2 13/16 ml lemon juice","3 3/4 g fresh basil","3 tasting portions. 150–180 g vegetables per guest.","150 g pre-cut eggplant","93 3/4 g pre-cut zucchini","56 1/4 g pre-cut bell pepper","56 1/4 g pre-cut onion","11 1/4 ml olive oil","297 3/4 g no-added-sugar marinara sauce","200 g eggplant, trimmed","125 g zucchini, trimmed","75 g bell pepper, trimmed","75 g onion, sliced","2 each garlic cloves","30 ml olive oil","0.375 tsp table salt","100 g fresh tomato","397 g crushed tomatoes","3.75 ml lemon juice","5 g fresh basil","4 tasting portions. 150–180 g vegetables per guest.","200 g pre-cut eggplant","125 g pre-cut zucchini","75 g pre-cut bell pepper","75 g pre-cut onion","397 g no-added-sugar marinara sauce","1 tsp dried Italian herbs","250 g eggplant, trimmed","156 1/4 g zucchini, trimmed","93 3/4 g bell pepper, trimmed","93 3/4 g onion, sliced","2 1/2 garlic cloves","37 1/2 ml olive oil","125 g fresh tomato","496 1/4 g crushed tomatoes","4 11/16 ml lemon juice","6 1/4 g fresh basil","5 tasting portions. 150–180 g vegetables per guest.","250 g pre-cut eggplant","156 1/4 g pre-cut zucchini","93 3/4 g pre-cut bell pepper","93 3/4 g pre-cut onion","496 1/4 g no-added-sugar marinara sauce","1 1/4 tsp dried Italian herbs","300 g eggplant, trimmed","187 1/2 g zucchini, trimmed","112 1/2 g bell pepper, trimmed","112 1/2 g onion, sliced","45 ml olive oil","150 g fresh tomato","595 1/2 g crushed tomatoes","5 5/8 ml lemon juice","7 1/2 g fresh basil","6 tasting portions. 150–180 g vegetables per guest.","300 g pre-cut eggplant","187 1/2 g pre-cut zucchini","112 1/2 g pre-cut bell pepper","112 1/2 g pre-cut onion","595 1/2 g no-added-sugar marinara sauce","350 g eggplant, trimmed","218 3/4 g zucchini, trimmed","131 1/4 g bell pepper, trimmed","131 1/4 g onion, sliced","3 1/2 garlic cloves","52 1/2 ml olive oil","175 g fresh tomato","694 3/4 g crushed tomatoes","6 9/16 ml lemon juice","8 3/4 g fresh basil","7 tasting portions. 150–180 g vegetables per guest.","350 g pre-cut eggplant","218 3/4 g pre-cut zucchini","131 1/4 g pre-cut bell pepper","131 1/4 g pre-cut onion","26 1/4 ml olive oil","694 3/4 g no-added-sugar marinara sauce","1 3/4 tsp dried Italian herbs","400 g eggplant, trimmed","250 g zucchini, trimmed","150 g bell pepper, trimmed","150 g onion, sliced","4 garlic cloves","60 ml olive oil","3/4 tsp table salt","200 g fresh tomato","794 g crushed tomatoes","10 g fresh basil","8 tasting portions. 150–180 g vegetables per guest.","400 g pre-cut eggplant","250 g pre-cut zucchini","150 g pre-cut bell pepper","150 g pre-cut onion","794 g no-added-sugar marinara sauce","2 tsp dried Italian herbs","450 g eggplant, trimmed","281 1/4 g zucchini, trimmed","168 3/4 g bell pepper, trimmed","168 3/4 g onion, sliced","67 1/2 ml olive oil","27/32 tsp table salt","225 g fresh tomato","893 1/4 g crushed tomatoes","8 7/16 ml lemon juice","11 1/4 g fresh basil","9 tasting portions. 150–180 g vegetables per guest.","450 g pre-cut eggplant","281 1/4 g pre-cut zucchini","168 3/4 g pre-cut bell pepper","168 3/4 g pre-cut onion","33 3/4 ml olive oil","893 1/4 g no-added-sugar marinara sauce","500 g eggplant, trimmed","312 1/2 g zucchini, trimmed","187 1/2 g bell pepper, trimmed","187 1/2 g onion, sliced","15/16 tsp table salt","250 g fresh tomato","992 1/2 g crushed tomatoes","9 3/8 ml lemon juice","12 1/2 g fresh basil","10 tasting portions. 150–180 g vegetables per guest.","500 g pre-cut eggplant","312 1/2 g pre-cut zucchini","187 1/2 g pre-cut bell pepper","187 1/2 g pre-cut onion","992 1/2 g no-added-sugar marinara sauce","2 1/2 tsp dried Italian herbs","550 g eggplant, trimmed","343 3/4 g zucchini, trimmed","206 1/4 g bell pepper, trimmed","206 1/4 g onion, sliced","5 1/2 garlic cloves","82 1/2 ml olive oil","1 1/32 tsp table salt","275 g fresh tomato","1091 3/4 g crushed tomatoes","10 5/16 ml lemon juice","13 3/4 g fresh basil","11 tasting portions. 150–180 g vegetables per guest.","550 g pre-cut eggplant","343 3/4 g pre-cut zucchini","206 1/4 g pre-cut bell pepper","206 1/4 g pre-cut onion","41 1/4 ml olive oil","1091 3/4 g no-added-sugar marinara sauce","2 3/4 tsp dried Italian herbs","600 g eggplant, trimmed","375 g zucchini, trimmed","225 g bell pepper, trimmed","225 g onion, sliced","90 ml olive oil","1 1/8 tsp table salt","300 g fresh tomato","1191 g crushed tomatoes","11 1/4 ml lemon juice","15 g fresh basil","12 tasting portions. 150–180 g vegetables per guest.","600 g pre-cut eggplant","375 g pre-cut zucchini","225 g pre-cut bell pepper","225 g pre-cut onion","1191 g no-added-sugar marinara sauce","650 g eggplant, trimmed","406 1/4 g zucchini, trimmed","243 3/4 g bell pepper, trimmed","243 3/4 g onion, sliced","6 1/2 garlic cloves","97 1/2 ml olive oil","1 7/32 tsp table salt","325 g fresh tomato","1290 1/4 g crushed tomatoes","12 3/16 ml lemon juice","16 1/4 g fresh basil","13 tasting portions. 150–180 g vegetables per guest.","650 g pre-cut eggplant","406 1/4 g pre-cut zucchini","243 3/4 g pre-cut bell pepper","243 3/4 g pre-cut onion","48 3/4 ml olive oil","1290 1/4 g no-added-sugar marinara sauce","3 1/4 tsp dried Italian herbs","700 g eggplant, trimmed","437 1/2 g zucchini, trimmed","262 1/2 g bell pepper, trimmed","262 1/2 g onion, sliced","105 ml olive oil","350 g fresh tomato","1389 1/2 g crushed tomatoes","13 1/8 ml lemon juice","14 tasting portions. 150–180 g vegetables per guest.","700 g pre-cut eggplant","437 1/2 g pre-cut zucchini","262 1/2 g pre-cut bell pepper","262 1/2 g pre-cut onion","1389 1/2 g no-added-sugar marinara sauce","3 1/2 tsp dried Italian herbs","750 g eggplant, trimmed","468 3/4 g zucchini, trimmed","281 1/4 g bell pepper, trimmed","281 1/4 g onion, sliced","1 13/32 tsp table salt","375 g fresh tomato","1488 3/4 g crushed tomatoes","14 1/16 ml lemon juice","18 3/4 g fresh basil","15 tasting portions. 150–180 g vegetables per guest.","750 g pre-cut eggplant","468 3/4 g pre-cut zucchini","281 1/4 g pre-cut bell pepper","281 1/4 g pre-cut onion","1488 3/4 g no-added-sugar marinara sauce","800 g eggplant, trimmed","500 g zucchini, trimmed","300 g bell pepper, trimmed","300 g onion, sliced","120 ml olive oil","1 1/2 tsp table salt","400 g fresh tomato","1588 g crushed tomatoes","20 g fresh basil","16 tasting portions. 150–180 g vegetables per guest.","800 g pre-cut eggplant","500 g pre-cut zucchini","300 g pre-cut bell pepper","300 g pre-cut onion","1588 g no-added-sugar marinara sauce","4 tsp dried Italian herbs","850 g eggplant, trimmed","531 1/4 g zucchini, trimmed","318 3/4 g bell pepper, trimmed","318 3/4 g onion, sliced","8 1/2 garlic cloves","127 1/2 ml olive oil","1 19/32 tsp table salt","425 g fresh tomato","1687 1/4 g crushed tomatoes","15 15/16 ml lemon juice","21 1/4 g fresh basil","17 tasting portions. 150–180 g vegetables per guest.","850 g pre-cut eggplant","531 1/4 g pre-cut zucchini","318 3/4 g pre-cut bell pepper","318 3/4 g pre-cut onion","63 3/4 ml olive oil","1687 1/4 g no-added-sugar marinara sauce","4 1/4 tsp dried Italian herbs","900 g eggplant, trimmed","562 1/2 g zucchini, trimmed","337 1/2 g bell pepper, trimmed","337 1/2 g onion, sliced","135 ml olive oil","1 11/16 tsp table salt","450 g fresh tomato","1786 1/2 g crushed tomatoes","16 7/8 ml lemon juice","22 1/2 g fresh basil","18 tasting portions. 150–180 g vegetables per guest.","900 g pre-cut eggplant","562 1/2 g pre-cut zucchini","337 1/2 g pre-cut bell pepper","337 1/2 g pre-cut onion","1786 1/2 g no-added-sugar marinara sauce","950 g eggplant, trimmed","593 3/4 g zucchini, trimmed","356 1/4 g bell pepper, trimmed","356 1/4 g onion, sliced","9 1/2 garlic cloves","142 1/2 ml olive oil","1 25/32 tsp table salt","475 g fresh tomato","1885 3/4 g crushed tomatoes","17 13/16 ml lemon juice","23 3/4 g fresh basil","19 tasting portions. 150–180 g vegetables per guest.","950 g pre-cut eggplant","593 3/4 g pre-cut zucchini","356 1/4 g pre-cut bell pepper","356 1/4 g pre-cut onion","71 1/4 ml olive oil","1885 3/4 g no-added-sugar marinara sauce","4 3/4 tsp dried Italian herbs","1000 g eggplant, trimmed","625 g zucchini, trimmed","375 g bell pepper, trimmed","375 g onion, sliced","1 7/8 tsp table salt","500 g fresh tomato","1985 g crushed tomatoes","18 3/4 ml lemon juice","25 g fresh basil","20 tasting portions. 150–180 g vegetables per guest.","1000 g pre-cut eggplant","625 g pre-cut zucchini","375 g pre-cut bell pepper","375 g pre-cut onion","1985 g no-added-sugar marinara sauce","5 tsp dried Italian herbs","75 g fresh egg whites","75 g granulated sugar","0.25 tsp cream of tartar","100 g confectioners sugar","85 g fine blanched almond flour","150 g dark chocolate, no alcohol filling","75 g heavy cream","Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only 1 to temper about one hour before service. Store the 23 extras.","Purchased macarons are the practical default. Equipment: Gram scale; mixer; sieve; piping bag/round tip; 2 lined trays. Allergens: Almonds, egg, milk; check chocolate. Refrigerate filled macarons; freeze extras airtight up to one month. No extra pastries are added to the serving plate.\n\nPreparation notes: KAB shell ratios unchanged; no extract or color. Ganache uses KAB’s thicker 2:1 chocolate-to-cream option, with no corn syrup or alcohol. Keep full batch for reliable mixing; do not divide into a four-cookie microbatch.","1 original batch / about 24 macarons. Serve 1; reserve 23.","1 bakery French macarons, non-alcoholic filling","Buy 1 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 1 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away.","Purchased macarons are the practical default. Equipment: Small covered plate. Allergens: Almonds, egg, milk; other nuts possible. Follow bakery/package refrigeration and use-by instructions.\n\nPreparation notes: Use a bakery or a labeled thaw-and-serve product such as Delizza. Actual local stock is not verified; package quantities vary. No homemade almond flour, eggs or filling ingredients belong on this shopping path.","1 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 2 to temper about one hour before service. Store the 22 extras.","1 original batch / about 24 macarons. Serve 2; reserve 22.","2 bakery French macarons, non-alcoholic filling","Buy 2 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 2 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","2 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 3 to temper about one hour before service. Store the 21 extras.","1 original batch / about 24 macarons. Serve 3; reserve 21.","3 bakery French macarons, non-alcoholic filling","Buy 3 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 3 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","3 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 4 to temper about one hour before service. Store the 20 extras.","1 original batch / about 24 macarons. Serve 4; reserve 20.","4 each bakery French macarons, non-alcoholic filling","Buy 4 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 4 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","4 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 5 to temper about one hour before service. Store the 19 extras.","1 original batch / about 24 macarons. Serve 5; reserve 19.","5 bakery French macarons, non-alcoholic filling","Buy 5 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 5 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","5 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 6 to temper about one hour before service. Store the 18 extras.","1 original batch / about 24 macarons. Serve 6; reserve 18.","6 bakery French macarons, non-alcoholic filling","Buy 6 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 6 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","6 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 7 to temper about one hour before service. Store the 17 extras.","1 original batch / about 24 macarons. Serve 7; reserve 17.","7 bakery French macarons, non-alcoholic filling","Buy 7 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 7 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","7 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 8 to temper about one hour before service. Store the 16 extras.","1 original batch / about 24 macarons. Serve 8; reserve 16.","8 bakery French macarons, non-alcoholic filling","Buy 8 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 8 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","8 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 9 to temper about one hour before service. Store the 15 extras.","1 original batch / about 24 macarons. Serve 9; reserve 15.","9 bakery French macarons, non-alcoholic filling","Buy 9 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 9 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","9 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 10 to temper about one hour before service. Store the 14 extras.","1 original batch / about 24 macarons. Serve 10; reserve 14.","10 bakery French macarons, non-alcoholic filling","Buy 10 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 10 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","10 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 11 to temper about one hour before service. Store the 13 extras.","1 original batch / about 24 macarons. Serve 11; reserve 13.","11 bakery French macarons, non-alcoholic filling","Buy 11 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 11 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","11 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 12 to temper about one hour before service. Store the 12 extras.","1 original batch / about 24 macarons. Serve 12; reserve 12.","12 bakery French macarons, non-alcoholic filling","Buy 12 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 12 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","12 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 13 to temper about one hour before service. Store the 11 extras.","1 original batch / about 24 macarons. Serve 13; reserve 11.","13 bakery French macarons, non-alcoholic filling","Buy 13 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 13 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","13 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 14 to temper about one hour before service. Store the 10 extras.","1 original batch / about 24 macarons. Serve 14; reserve 10.","14 bakery French macarons, non-alcoholic filling","Buy 14 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 14 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","14 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 15 to temper about one hour before service. Store the 9 extras.","1 original batch / about 24 macarons. Serve 15; reserve 9.","15 bakery French macarons, non-alcoholic filling","Buy 15 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 15 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","15 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 16 to temper about one hour before service. Store the 8 extras.","1 original batch / about 24 macarons. Serve 16; reserve 8.","16 bakery French macarons, non-alcoholic filling","Buy 16 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 16 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","16 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 17 to temper about one hour before service. Store the 7 extras.","1 original batch / about 24 macarons. Serve 17; reserve 7.","17 bakery French macarons, non-alcoholic filling","Buy 17 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 17 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","17 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 18 to temper about one hour before service. Store the 6 extras.","1 original batch / about 24 macarons. Serve 18; reserve 6.","18 bakery French macarons, non-alcoholic filling","Buy 18 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 18 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","18 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 19 to temper about one hour before service. Store the 5 extras.","1 original batch / about 24 macarons. Serve 19; reserve 5.","19 bakery French macarons, non-alcoholic filling","Buy 19 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 19 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","19 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 20 to temper about one hour before service. Store the 4 extras.","1 original batch / about 24 macarons. Serve 20; reserve 4.","20 bakery French macarons, non-alcoholic filling","Buy 20 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 20 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","20 tasting portions. 1 filled macaron per guest.","227 ml water","150 g all-purpose flour","4 each large eggs","30 g pearl sugar","Work in 1 original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in 1 original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve 2 puffs, two per guest; freeze the 22 extras once cooled.","Equipment: Saucepan; spoon/mixer; 2 lined trays; scoop; rack. Allergens: Wheat, milk, egg. Bake on movie day; serve at room temperature. Freeze surplus once cooled. Optional re-crisp: 300–350°F for 3–5 minutes before play, then cool.\n\nPreparation notes: Full KAB choux ratio and chouquette temperature sequence retained. Topping quantified; no filling or extra sugar glaze. If oven cannot bake both trays evenly, use two sequential batches and allow another 40 minutes.","1 full batches / 24 puffs. Serve 2; reserve 22.","2 frozen mini cream puffs","For an exact match, order 2 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 2 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar.","Equipment: Covered plate; refrigerator. Allergens: Wheat, milk, egg; check package. Filled puffs stay refrigerated until service; do not heat them. Freeze the rest of the package.\n\nPreparation notes: Default shopping uses the widely practical filled-puff substitute, clearly different from authentic unfilled chouquettes. If bakery chouquettes are obtained, replace eight cream puffs with eight chouquettes, never buy both. No claim that cream puffs are the film pastry. Quick-path desserts are richer, so portions remain fixed. The photograph illustrates Homemade; this shortcut has a different appearance.","1 tasting portions. 2 miniature puffs per guest.","Serve 4 puffs, two per guest; freeze the 20 extras once cooled.","1 full batches / 24 puffs. Serve 4; reserve 20.","4 frozen mini cream puffs","For an exact match, order 4 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 4 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","2 tasting portions. 2 miniature puffs per guest.","Serve 6 puffs, two per guest; freeze the 18 extras once cooled.","1 full batches / 24 puffs. Serve 6; reserve 18.","6 frozen mini cream puffs","For an exact match, order 6 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 6 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","3 tasting portions. 2 miniature puffs per guest.","Serve 8 puffs, two per guest; freeze the 16 extras once cooled.","1 full batches / 24 puffs. Serve 8; reserve 16.","8 each frozen mini cream puffs","For an exact match, order 8 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 8 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","4 tasting portions. 2 miniature puffs per guest.","Serve 10 puffs, two per guest; freeze the 14 extras once cooled.","1 full batches / 24 puffs. Serve 10; reserve 14.","10 frozen mini cream puffs","For an exact match, order 10 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 10 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","5 tasting portions. 2 miniature puffs per guest.","Serve 12 puffs, two per guest; freeze the 12 extras once cooled.","1 full batches / 24 puffs. Serve 12; reserve 12.","12 frozen mini cream puffs","For an exact match, order 12 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 12 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","6 tasting portions. 2 miniature puffs per guest.","Serve 14 puffs, two per guest; freeze the 10 extras once cooled.","1 full batches / 24 puffs. Serve 14; reserve 10.","14 frozen mini cream puffs","For an exact match, order 14 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 14 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","7 tasting portions. 2 miniature puffs per guest.","Serve 16 puffs, two per guest; freeze the 8 extras once cooled.","1 full batches / 24 puffs. Serve 16; reserve 8.","16 frozen mini cream puffs","For an exact match, order 16 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 16 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","8 tasting portions. 2 miniature puffs per guest.","Serve 18 puffs, two per guest; freeze the 6 extras once cooled.","1 full batches / 24 puffs. Serve 18; reserve 6.","18 frozen mini cream puffs","For an exact match, order 18 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 18 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","9 tasting portions. 2 miniature puffs per guest.","Serve 20 puffs, two per guest; freeze the 4 extras once cooled.","1 full batches / 24 puffs. Serve 20; reserve 4.","20 frozen mini cream puffs","For an exact match, order 20 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 20 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","10 tasting portions. 2 miniature puffs per guest.","Serve 22 puffs, two per guest; freeze the 2 extras once cooled.","1 full batches / 24 puffs. Serve 22; reserve 2.","22 frozen mini cream puffs","For an exact match, order 22 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 22 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","11 tasting portions. 2 miniature puffs per guest.","Serve 24 puffs, two per guest; freeze the 0 extras once cooled.","1 full batches / 24 puffs. Serve 24; reserve 0.","24 frozen mini cream puffs","For an exact match, order 24 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 24 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","12 tasting portions. 2 miniature puffs per guest.","454 ml water","300 g all-purpose flour","60 g pearl sugar","Work in 2 original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Work in 2 original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Serve 26 puffs, two per guest; freeze the 22 extras once cooled.","2 full batches / 48 puffs. Serve 26; reserve 22.","26 frozen mini cream puffs","For an exact match, order 26 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 26 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","13 tasting portions. 2 miniature puffs per guest.","Serve 28 puffs, two per guest; freeze the 20 extras once cooled.","2 full batches / 48 puffs. Serve 28; reserve 20.","28 frozen mini cream puffs","For an exact match, order 28 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 28 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","14 tasting portions. 2 miniature puffs per guest.","Serve 30 puffs, two per guest; freeze the 18 extras once cooled.","2 full batches / 48 puffs. Serve 30; reserve 18.","30 frozen mini cream puffs","For an exact match, order 30 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 30 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","15 tasting portions. 2 miniature puffs per guest.","Serve 32 puffs, two per guest; freeze the 16 extras once cooled.","2 full batches / 48 puffs. Serve 32; reserve 16.","32 frozen mini cream puffs","For an exact match, order 32 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 32 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","16 tasting portions. 2 miniature puffs per guest.","Serve 34 puffs, two per guest; freeze the 14 extras once cooled.","2 full batches / 48 puffs. Serve 34; reserve 14.","34 frozen mini cream puffs","For an exact match, order 34 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 34 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","17 tasting portions. 2 miniature puffs per guest.","Serve 36 puffs, two per guest; freeze the 12 extras once cooled.","2 full batches / 48 puffs. Serve 36; reserve 12.","36 frozen mini cream puffs","For an exact match, order 36 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 36 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","18 tasting portions. 2 miniature puffs per guest.","Serve 38 puffs, two per guest; freeze the 10 extras once cooled.","2 full batches / 48 puffs. Serve 38; reserve 10.","38 frozen mini cream puffs","For an exact match, order 38 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 38 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","19 tasting portions. 2 miniature puffs per guest.","Serve 40 puffs, two per guest; freeze the 8 extras once cooled.","2 full batches / 48 puffs. Serve 40; reserve 8.","40 frozen mini cream puffs","For an exact match, order 40 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 40 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","20 tasting portions. 2 miniature puffs per guest."]}}{"schema":2,"id":"runner","version":"828a84c31c8b77a8","movie":{"id":"runner","name":"Runner","year":"2026","subtitle":"A Parisian meal with an explosive middle.","description":"Creamy coffee, a French sandwich and a savory movie-night meal, ending with two small Parisian treats.","image":"sc-asset:runner/image","quickImage":"","titleArt":"sc-asset:runner/titleArt","hasTitleArt":true,"collection":"https://s.samsungfood.com/SiNFK","swaps":"","color":"#8b633d","recipes":[{"id":"runner-opening-creamy-coffee","movie":"runner","name":"Opening Creamy Coffee","time":"00:00:30","portion":"1 small unsweetened cup","scene":"A creamy opening cup starts the journey. Unsweetened by default, with decaf or warm milk available.","image":"sc-asset:runner/runner-opening-creamy-coffee","ingredients":["160 ml brewed espresso","400 ml whole milk"],"quickIngredients":["8 tsp instant coffee, regular or decaf","160 ml hot water","400 ml whole milk"],"inventory":{"home":[{"amount":160.0,"unit":"ml","key":"brewed espresso"},{"amount":400.0,"unit":"ml","key":"whole milk"}],"quick":[{"amount":8.0,"unit":"tsp","key":"instant coffee"},{"amount":160.0,"unit":"ml","key":"hot water"},{"amount":400.0,"unit":"ml","key":"whole milk"}]},"ingredientRules":{"home":["linear","linear"],"quick":["linear","linear","linear"]},"guestSteps":{"home":["Brew {{guests}} portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Warm the measured milk until steaming, about 140–150°F. Froth in equipment-sized batches or whisk briskly; do not boil.","Divide the coffee, milk and foam among {{guests}} small cups. Serve unsweetened at the opening cue."],"quick":["Dissolve {{q0}} tsp instant coffee in {{q1}} ml hot water; divide among {{guests}} cups.","Heat milk until steaming, then froth or whisk. Divide milk and foam evenly among the cups.","Divide the coffee, milk and foam among {{guests}} small cups. Serve unsweetened at the opening cue."]},"guestNote":{"home":"Equipment: Espresso machine or moka pot; frother or whisk; saucepan; 4 heatproof cups. Allergens: Milk. Make immediately before play. Foam collapses on holding; do not promise fresh foam from a long-held flask.\n\nPreparation notes: Comparable to Nespresso cappuccino; sugar omitted. For a caffeine-free milk-only cup, omit that guest’s 40 ml espresso and use 140 ml milk instead, updating shopping by +40 ml milk and −40 ml espresso per guest. Buy one suitable capsule per guest or enough coffee for the selected shot count; grounds are not an extra recipe ingredient.","quick":"Equipment: Kettle; saucepan or microwave jug; whisk/frother; cups. Allergens: Milk. Prepare just before play, not hours ahead.\n\nPreparation notes: Uses Nescafé’s instant-coffee approach. Milk-only substitution follows the Homemade quantity rule."},"guestBatch":{"home":"{{guests}} tasting portions. 1 small unsweetened cup per guest.","quick":"{{guests}} tasting portions. 1 small unsweetened cup per guest."},"sources":[{"label":"Nespresso, Cappuccino","url":"https://www.nespresso.com/recipes/us/en/23077CAP-cappuccino.html"},{"label":"Nescafé, Classic Cappuccino","url":"https://www.nescafe.com/recipes/classic-cappuccino"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Brew {{guests}} portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Warm the measured milk until steaming, about 140–150°F. Froth in equipment-sized batches or whisk briskly; do not boil.","Divide the coffee, milk and foam among {{guests}} small cups. Serve unsweetened at the opening cue."],"quickSteps":["Dissolve {{q0}} tsp instant coffee in {{q1}} ml hot water; divide among {{guests}} cups.","Heat milk until steaming, then froth or whisk. Divide milk and foam evenly among the cups.","Divide the coffee, milk and foam among {{guests}} small cups. Serve unsweetened at the opening cue."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"10 min active/total; brew and froth just before play.","quickTiming":"7 min active/total.","display":{"1":{"home":{"ingredients":[0,1],"steps":[2,3,4],"note":5,"batch":6},"quick":{"ingredients":[7,8,1],"steps":[9,10,4],"note":11,"batch":6}},"2":{"home":{"ingredients":[12,13],"steps":[14,3,15],"note":5,"batch":16},"quick":{"ingredients":[17,18,13],"steps":[19,10,15],"note":11,"batch":16}},"3":{"home":{"ingredients":[20,21],"steps":[22,3,23],"note":5,"batch":24},"quick":{"ingredients":[25,26,21],"steps":[27,10,23],"note":11,"batch":24}},"4":{"home":{"ingredients":[28,29],"steps":[30,3,31],"note":5,"batch":32},"quick":{"ingredients":[33,34,29],"steps":[35,10,31],"note":11,"batch":32}},"5":{"home":{"ingredients":[36,37],"steps":[38,3,39],"note":5,"batch":40},"quick":{"ingredients":[41,42,37],"steps":[43,10,39],"note":11,"batch":40}},"6":{"home":{"ingredients":[44,45],"steps":[46,3,47],"note":5,"batch":48},"quick":{"ingredients":[49,50,45],"steps":[51,10,47],"note":11,"batch":48}},"7":{"home":{"ingredients":[52,53],"steps":[54,3,55],"note":5,"batch":56},"quick":{"ingredients":[57,58,53],"steps":[59,10,55],"note":11,"batch":56}},"8":{"home":{"ingredients":[60,61],"steps":[62,3,63],"note":5,"batch":64},"quick":{"ingredients":[65,66,61],"steps":[67,10,63],"note":11,"batch":64}},"9":{"home":{"ingredients":[68,69],"steps":[70,3,71],"note":5,"batch":72},"quick":{"ingredients":[73,74,69],"steps":[75,10,71],"note":11,"batch":72}},"10":{"home":{"ingredients":[76,77],"steps":[78,3,79],"note":5,"batch":80},"quick":{"ingredients":[81,82,77],"steps":[83,10,79],"note":11,"batch":80}},"11":{"home":{"ingredients":[84,85],"steps":[86,3,87],"note":5,"batch":88},"quick":{"ingredients":[89,90,85],"steps":[91,10,87],"note":11,"batch":88}},"12":{"home":{"ingredients":[92,93],"steps":[94,3,95],"note":5,"batch":96},"quick":{"ingredients":[97,98,93],"steps":[99,10,95],"note":11,"batch":96}},"13":{"home":{"ingredients":[100,101],"steps":[102,3,103],"note":5,"batch":104},"quick":{"ingredients":[105,106,101],"steps":[107,10,103],"note":11,"batch":104}},"14":{"home":{"ingredients":[108,109],"steps":[110,3,111],"note":5,"batch":112},"quick":{"ingredients":[113,114,109],"steps":[115,10,111],"note":11,"batch":112}},"15":{"home":{"ingredients":[116,117],"steps":[118,3,119],"note":5,"batch":120},"quick":{"ingredients":[121,122,117],"steps":[123,10,119],"note":11,"batch":120}},"16":{"home":{"ingredients":[124,125],"steps":[126,3,127],"note":5,"batch":128},"quick":{"ingredients":[129,130,125],"steps":[131,10,127],"note":11,"batch":128}},"17":{"home":{"ingredients":[132,133],"steps":[134,3,135],"note":5,"batch":136},"quick":{"ingredients":[137,138,133],"steps":[139,10,135],"note":11,"batch":136}},"18":{"home":{"ingredients":[140,141],"steps":[142,3,143],"note":5,"batch":144},"quick":{"ingredients":[145,146,141],"steps":[147,10,143],"note":11,"batch":144}},"19":{"home":{"ingredients":[148,149],"steps":[150,3,151],"note":5,"batch":152},"quick":{"ingredients":[153,154,149],"steps":[155,10,151],"note":11,"batch":152}},"20":{"home":{"ingredients":[156,157],"steps":[158,3,159],"note":5,"batch":160},"quick":{"ingredients":[161,162,157],"steps":[163,10,159],"note":11,"batch":160}}}},{"id":"runner-hanks-croque-monsieur","movie":"runner","name":"Hank’s Croque-Monsieur","time":"00:07:23","portion":"1/2 substantial sandwich (Quick prep: 1 open toast)","scene":"Hank’s wrapped French sandwich inspires a warm ham-and-cheese course.","image":"sc-asset:runner/runner-hanks-croque-monsieur","ingredients":["4 each sliced sandwich bread","160 g cooked sliced ham","80 g comté cheese","180 g cheddar cheese","15 g unsalted butter","15 g all-purpose flour","150 ml whole milk","0.5 tsp mustard powder"],"quickIngredients":["4 each sliced sandwich bread","160 g cooked sliced ham","120 g cheddar cheese","2 each large eggs","0.5 tsp mustard powder"],"inventory":{"home":[{"amount":4.0,"unit":"each","key":"sliced sandwich bread"},{"amount":160.0,"unit":"g","key":"cooked sliced ham"},{"amount":80.0,"unit":"g","key":"comté cheese"},{"amount":180.0,"unit":"g","key":"cheddar cheese"},{"amount":15.0,"unit":"g","key":"unsalted butter"},{"amount":15.0,"unit":"g","key":"all-purpose flour"},{"amount":150.0,"unit":"ml","key":"whole milk"},{"amount":0.5,"unit":"tsp","key":"mustard powder"}],"quick":[{"amount":4.0,"unit":"each","key":"sliced sandwich bread"},{"amount":160.0,"unit":"g","key":"cooked sliced ham"},{"amount":120.0,"unit":"g","key":"cheddar cheese"},{"amount":2.0,"unit":"each","key":"eggs"},{"amount":0.5,"unit":"tsp","key":"mustard powder"}]},"ingredientRules":{"home":["omelets","omelets","omelets","omelets","omelets","omelets","omelets","omelets"],"quick":["linear","linear","linear","linear","linear"]},"guestSteps":{"home":["Heat oven to 400°F. Melt {{q4}} g butter; stir in {{q5}} g flour for 2 minutes. Whisk in {{q6}} ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Toast one side of each bread slice under the broiler. Keep watching.","Toast bread. Split the Comté and remaining Cheddar together. On half the slices, add a spoonful of sauce, half the cheese mixture and all the ham. Close with remaining slices, toasted sides outward.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the {{halfGuestsCeil}} sandwiches; serve {{guests}} halves and reserve any spare half."],"quick":["Preheat broiler; lightly toast both sides of the bread.","Beat eggs and mix with grated cheese, chopped ham and mustard. Divide over toast in a thin, even layer.","Broil 3–5 minutes, watching closely. The topping must set and reach 160°F; if browning too fast, finish at 350°F. Serve one toast per guest."]},"guestNote":{"home":"Equipment: Saucepan; whisk; baking tray; oven/broiler. Allergens: Wheat, milk; mustard. Best fresh. For the before-play plan hold briefly in a 225°F oven with food at least 140°F; avoid tight wrapping that traps steam. Refrigerate any leftovers promptly; reheat to 165°F.\n\nPreparation notes: Raymond Blanc/Waitrose base, unchanged two-sandwich batch. Mustard powder replaces Dijon solely to avoid wine-containing mustard. No chives garnish. This is half a rich sandwich per guest, with meatballs later. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","quick":"Equipment: Broiler-safe tray; bowl; thermometer. Allergens: Wheat, milk, egg; mustard. Hold briefly at least 140°F or serve promptly. Refrigerate leftovers and reheat to 165°F.\n\nPreparation notes: Good Food’s quick egg-and-cheese topping, doubled, with explicit weights and doneness added. Open-faced rather than a béchamel sandwich; not an identical photograph or method. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus. The photograph illustrates Homemade; this shortcut has a different appearance."},"guestBatch":{"home":"{{guests}} tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","quick":"{{guests}} tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest."},"sources":[{"label":"Raymond Blanc / Waitrose, Croque monsieur","url":"https://www.waitrose.com/ecom/recipe/croque-monsieur"},{"label":"Good Food, Quick Croque-monsieur","url":"https://www.bbcgoodfoodme.com/recipes/quick-croquemonsieur/"}],"batchRule":"omelets","quickRule":"linear","servingsBase":4,"steps":["Heat oven to 400°F. Melt {{q4}} g butter; stir in {{q5}} g flour for 2 minutes. Whisk in {{q6}} ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Toast one side of each bread slice under the broiler. Keep watching.","Toast bread. Split the Comté and remaining Cheddar together. On half the slices, add a spoonful of sauce, half the cheese mixture and all the ham. Close with remaining slices, toasted sides outward.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the {{halfGuestsCeil}} sandwiches; serve {{guests}} halves and reserve any spare half."],"quickSteps":["Preheat broiler; lightly toast both sides of the bread.","Beat eggs and mix with grated cheese, chopped ham and mustard. Divide over toast in a thin, even layer.","Broil 3–5 minutes, watching closely. The topping must set and reach 160°F; if browning too fast, finish at 350°F. Serve one toast per guest."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"20 min active; 25 min baking plus preheat; allow 50 min total.","quickTiming":"8 min active; 5–8 min heat; allow 15 min total.","display":{"1":{"home":{"ingredients":[164,165,166,167,168,169,170,171],"steps":[172,173,174,175],"note":176,"batch":177},"quick":{"ingredients":[178,179,180,181,182],"steps":[183,184,185],"note":186,"batch":177}},"2":{"home":{"ingredients":[164,165,166,167,168,169,170,171],"steps":[172,173,174,187],"note":176,"batch":188},"quick":{"ingredients":[164,165,189,190,171],"steps":[183,184,185],"note":186,"batch":188}},"3":{"home":{"ingredients":[191,192,193,194,195,196,197,198],"steps":[199,173,174,200],"note":176,"batch":201},"quick":{"ingredients":[202,203,167,204,205],"steps":[183,184,185],"note":186,"batch":201}},"4":{"home":{"ingredients":[191,192,193,194,195,196,197,198],"steps":[199,173,174,206],"note":176,"batch":207},"quick":{"ingredients":[191,192,208,209,198],"steps":[183,184,185],"note":186,"batch":207}},"5":{"home":{"ingredients":[210,211,212,213,214,215,216,217],"steps":[218,173,174,219],"note":176,"batch":220},"quick":{"ingredients":[221,222,223,224,225],"steps":[183,184,185],"note":186,"batch":220}},"6":{"home":{"ingredients":[210,211,212,213,214,215,216,217],"steps":[218,173,174,226],"note":176,"batch":227},"quick":{"ingredients":[210,211,194,228,217],"steps":[183,184,185],"note":186,"batch":227}},"7":{"home":{"ingredients":[229,230,231,232,233,234,21,235],"steps":[236,173,174,237],"note":176,"batch":238},"quick":{"ingredients":[239,240,241,242,243],"steps":[183,184,185],"note":186,"batch":238}},"8":{"home":{"ingredients":[229,230,231,232,233,234,21,235],"steps":[236,173,174,244],"note":176,"batch":245},"quick":{"ingredients":[229,230,246,247,235],"steps":[183,184,185],"note":186,"batch":245}},"9":{"home":{"ingredients":[248,249,250,251,252,253,254,255],"steps":[256,173,174,257],"note":176,"batch":258},"quick":{"ingredients":[259,260,213,261,262],"steps":[183,184,185],"note":186,"batch":258}},"10":{"home":{"ingredients":[248,249,250,251,252,253,254,255],"steps":[256,173,174,263],"note":176,"batch":264},"quick":{"ingredients":[248,249,265,266,255],"steps":[183,184,185],"note":186,"batch":264}},"11":{"home":{"ingredients":[267,268,269,270,271,272,273,274],"steps":[275,173,174,276],"note":176,"batch":277},"quick":{"ingredients":[278,279,280,281,282],"steps":[183,184,185],"note":186,"batch":277}},"12":{"home":{"ingredients":[267,268,269,270,271,272,273,274],"steps":[275,173,174,283],"note":176,"batch":284},"quick":{"ingredients":[267,268,232,285,274],"steps":[183,184,185],"note":186,"batch":284}},"13":{"home":{"ingredients":[286,287,288,289,290,291,292,293],"steps":[294,173,174,295],"note":176,"batch":296},"quick":{"ingredients":[297,298,299,300,301],"steps":[183,184,185],"note":186,"batch":296}},"14":{"home":{"ingredients":[286,287,288,289,290,291,292,293],"steps":[294,173,174,302],"note":176,"batch":303},"quick":{"ingredients":[286,287,304,305,293],"steps":[183,184,185],"note":186,"batch":303}},"15":{"home":{"ingredients":[306,307,308,309,310,311,45,312],"steps":[313,173,174,314],"note":176,"batch":315},"quick":{"ingredients":[316,317,251,318,319],"steps":[183,184,185],"note":186,"batch":315}},"16":{"home":{"ingredients":[306,307,308,309,310,311,45,312],"steps":[313,173,174,320],"note":176,"batch":321},"quick":{"ingredients":[306,307,322,323,312],"steps":[183,184,185],"note":186,"batch":321}},"17":{"home":{"ingredients":[324,325,326,327,328,329,330,331],"steps":[332,173,174,333],"note":176,"batch":334},"quick":{"ingredients":[335,336,337,338,339],"steps":[183,184,185],"note":186,"batch":334}},"18":{"home":{"ingredients":[324,325,326,327,328,329,330,331],"steps":[332,173,174,340],"note":176,"batch":341},"quick":{"ingredients":[324,325,270,342,331],"steps":[183,184,185],"note":186,"batch":341}},"19":{"home":{"ingredients":[343,344,345,346,347,348,349,350],"steps":[351,173,174,352],"note":176,"batch":353},"quick":{"ingredients":[354,355,356,357,358],"steps":[183,184,185],"note":186,"batch":353}},"20":{"home":{"ingredients":[343,344,345,346,347,348,349,350],"steps":[351,173,174,359],"note":176,"batch":360},"quick":{"ingredients":[343,344,361,362,350],"steps":[183,184,185],"note":186,"batch":360}}}},{"id":"runner-bens-lemon-herb-oysters","movie":"runner","name":"Ben’s Lemon-Herb Oysters","time":"00:09:20","portion":"3 fresh oysters (Quick prep: 40 g drained)","scene":"Ben’s seafood invitation inspires cooked lemon-herb oysters. Serve together with the sparkling white grape juice.","image":"sc-asset:runner/runner-bens-lemon-herb-oysters","ingredients":["12 each fresh shucked oysters","56.5 g unsalted butter","14 g fresh parsley","14 g fresh basil","3 each garlic cloves","0.5 each lemon","0.125 tsp table salt","0.125 tsp black pepper"],"quickIngredients":["160 g canned whole cooked oysters, drained","20 g unsalted butter","10 ml lemon juice","1 tsp dried parsley","0.25 tsp garlic powder"],"inventory":{"home":[{"amount":12.0,"unit":"each","key":"fresh shucked oysters","note":"Alternative: three frozen in-shell/half-shell oysters per guest, replacing fresh; follow the recipe’s package-specific notes. Do not buy both."},{"amount":56.5,"unit":"g","key":"unsalted butter"},{"amount":14.0,"unit":"g","key":"fresh parsley"},{"amount":14.0,"unit":"g","key":"fresh basil"},{"amount":3.0,"unit":"each","key":"garlic cloves"},{"amount":0.5,"unit":"each","key":"lemon"},{"amount":0.125,"unit":"tsp","key":"table salt"},{"amount":0.125,"unit":"tsp","key":"black pepper"}],"quick":[{"amount":160.0,"unit":"g","key":"canned whole cooked oysters"},{"amount":20.0,"unit":"g","key":"unsalted butter"},{"amount":10.0,"unit":"ml","key":"lemon juice"},{"amount":1.0,"unit":"tsp","key":"dried parsley"},{"amount":0.25,"unit":"tsp","key":"garlic powder"}]},"ingredientRules":{"home":["linear","linear","linear","linear","linear","linear","linear","linear"],"quick":["linear","linear","linear","linear","linear"]},"guestSteps":{"home":["Heat oven to 450°F. Drain and inspect {{q0}} oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. Serve the warm dishes on cool saucers."],"quick":["Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh {{q0}} g. Check drained yield when buying cans.","Warm butter, parsley and garlic powder in a covered skillet. Add oysters and heat gently to 165°F, about 5–8 minutes.","Add lemon juice and divide among {{guests}} small dishes."]},"guestNote":{"home":"Equipment: 4 shallow ovenproof dishes; tray; oven. Allergens: Molluscan shellfish, milk. Keep raw oysters refrigerated until cooking. Serve promptly; before-play holding uses the monitored hot-water bath described below. Do not serve raw.\n\nPreparation notes: Half of ECSGA/Kenji’s 24-oyster butter ratio. Oven method intentionally replaces grill/shucking steps with CDC’s shucked-oyster baking guidance. Any fresh oyster variety may be used; Angasi sourcing is not required. No shells are needed for ramekin service. Serve together with the grape juice at 00:09:20. Frozen alternative: use three frozen in-shell or half-shell oysters per guest instead of fresh. Keep frozen until the package’s thaw/cook step. If thawing is directed, thaw covered in the refrigerator overnight or longer as labeled. Follow that product’s full cooking instructions; the 450°F/10-minute method above is for shucked oysters, not validated for frozen whole-shell oysters. Do not use a live-shell tap test or shell opening alone as proof of doneness. Expand the host-plan cooking window to fit the label. Serve fully cooked.","quick":"Equipment: Small covered skillet; thermometer; 4 small dishes. Allergens: Molluscan shellfish, milk. Serve promptly or hold at least 140°F. Refrigerate unused opened oysters immediately.\n\nPreparation notes: Canned oysters are a softer, smaller-looking shortcut, not a fresh half-shell equivalent. Buy enough cans to supply 160 g DRAINED weight; an 8 oz can’s net weight includes liquid. Check actual drained yield rather than assuming one can suffices. Serve together with the grape juice at 00:09:20. The photograph illustrates Homemade; this shortcut has a different appearance."},"guestBatch":{"home":"{{guests}} tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","quick":"{{guests}} tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest."},"sources":[{"label":"J. Kenji López-Alt via ECSGA, Lemon Garlic-Herb Oysters","url":"https://ecsga.org/grilled-oysters-with-lemony-garlic-herb-butter/"},{"label":"CDC, Preventing Vibrio Infection","url":"https://www.cdc.gov/vibrio/prevention/"},{"label":"Crown Prince Natural, Whole Oysters in Water","url":"https://crownprincenatural.com/products/oysters/"},{"label":"FDA, fresh and frozen seafood handling","url":"https://www.fda.gov/food/buy-store-serve-safe-food/selecting-and-serving-fresh-and-frozen-seafood-safely"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Heat oven to 450°F. Drain and inspect {{q0}} oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. 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Refrigerate the remainder."]},"guestNote":{"home":"Equipment: Measuring jug; 4 small glasses. Allergens: Check juice label for sulfites. Keep components chilled and sealed; mix only when serving so bubbles last.\n\nPreparation notes: An original simple juice-and-seltzer assembly informed by Welch’s white grape products, not a claim of a publisher-authored recipe. It remains a grape-juice drink and is not fermented.","quick":"Equipment: 4 small glasses; measuring jug. Allergens: Check chosen label. Keep sealed until service; do not pour before the movie.\n\nPreparation notes: Use Welch’s 100% White Grape Juice Sparkling, or its clearly non-alcoholic juice cocktail. One verified 25.4 fl oz bottle provides about 750 ml, more than the 480 ml served. No wine or dealcoholized wine."},"guestBatch":{"home":"{{guests}} tasting portions. 120 ml per guest.","quick":"{{guests}} tasting portions. 120 ml per guest."},"sources":[{"label":"Welch’s, 100% White Grape Juice","url":"https://welchs.com/en-us/juices/100-percent/white-grape/"},{"label":"Welch’s, 100% White Grape Juice Sparkling","url":"https://www.welchs.com/en-us/sparkling/100-percent-white-grape/"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Chill juice and sparkling water.","At the invitation cue, gently combine equal amounts, or pour 60 ml of each directly into each glass.","Serve 120 ml per guest with the oysters. Do not add syrup or sugar."],"quickSteps":["Chill the sealed bottle.","Open at the combined oyster course and pour 120 ml into each of {{guests}} small glasses. Refrigerate the remainder."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","serviceGroup":"runner-oysters-juice","serviceLabel":"Ben’s Oysters & Sparkling White Grape Juice","timing":"2 min active/assembly, plus at least 2 h chilling.","quickTiming":"Instant once chilled; allow at least 2 h chilling.","display":{"1":{"home":{"ingredients":[703,704],"steps":[705,706,707],"note":708,"batch":709},"quick":{"ingredients":[710],"steps":[711,712],"note":713,"batch":709}},"2":{"home":{"ingredients":[714,715],"steps":[705,706,707],"note":708,"batch":716},"quick":{"ingredients":[717],"steps":[711,718],"note":713,"batch":716}},"3":{"home":{"ingredients":[719,720],"steps":[705,706,707],"note":708,"batch":721},"quick":{"ingredients":[722],"steps":[711,723],"note":713,"batch":721}},"4":{"home":{"ingredients":[724,725],"steps":[705,706,707],"note":708,"batch":726},"quick":{"ingredients":[727],"steps":[711,728],"note":713,"batch":726}},"5":{"home":{"ingredients":[729,730],"steps":[705,706,707],"note":708,"batch":731},"quick":{"ingredients":[732],"steps":[711,733],"note":713,"batch":731}},"6":{"home":{"ingredients":[734,735],"steps":[705,706,707],"note":708,"batch":736},"quick":{"ingredients":[737],"steps":[711,738],"note":713,"batch":736}},"7":{"home":{"ingredients":[739,740],"steps":[705,706,707],"note":708,"batch":741},"quick":{"ingredients":[742],"steps":[711,743],"note":713,"batch":741}},"8":{"home":{"ingredients":[744,745],"steps":[705,706,707],"note":708,"batch":746},"quick":{"ingredients":[747],"steps":[711,748],"note":713,"batch":746}},"9":{"home":{"ingredients":[749,750],"steps":[705,706,707],"note":708,"batch":751},"quick":{"ingredients":[752],"steps":[711,753],"note":713,"batch":751}},"10":{"home":{"ingredients":[754,755],"steps":[705,706,707],"note":708,"batch":756},"quick":{"ingredients":[757],"steps":[711,758],"note":713,"batch":756}},"11":{"home":{"ingredients":[759,760],"steps":[705,706,707],"note":708,"batch":761},"quick":{"ingredients":[762],"steps":[711,763],"note":713,"batch":761}},"12":{"home":{"ingredients":[764,765],"steps":[705,706,707],"note":708,"batch":766},"quick":{"ingredients":[767],"steps":[711,768],"note":713,"batch":766}},"13":{"home":{"ingredients":[769,770],"steps":[705,706,707],"note":708,"batch":771},"quick":{"ingredients":[772],"steps":[711,773],"note":713,"batch":771}},"14":{"home":{"ingredients":[774,775],"steps":[705,706,707],"note":708,"batch":776},"quick":{"ingredients":[777],"steps":[711,778],"note":713,"batch":776}},"15":{"home":{"ingredients":[779,780],"steps":[705,706,707],"note":708,"batch":781},"quick":{"ingredients":[782],"steps":[711,783],"note":713,"batch":781}},"16":{"home":{"ingredients":[784,785],"steps":[705,706,707],"note":708,"batch":786},"quick":{"ingredients":[787],"steps":[711,788],"note":713,"batch":786}},"17":{"home":{"ingredients":[789,790],"steps":[705,706,707],"note":708,"batch":791},"quick":{"ingredients":[792],"steps":[711,793],"note":713,"batch":791}},"18":{"home":{"ingredients":[794,795],"steps":[705,706,707],"note":708,"batch":796},"quick":{"ingredients":[797],"steps":[711,798],"note":713,"batch":796}},"19":{"home":{"ingredients":[799,800],"steps":[705,706,707],"note":708,"batch":801},"quick":{"ingredients":[802],"steps":[711,803],"note":713,"batch":801}},"20":{"home":{"ingredients":[804,805],"steps":[705,706,707],"note":708,"batch":806},"quick":{"ingredients":[807],"steps":[711,808],"note":713,"batch":806}}}},{"id":"runner-fireball-meatballs","movie":"runner","name":"Fireball Meatballs","time":"00:36:08","portion":"5 Homemade meatballs (Quick prep: 125 g), with sauce","scene":"A huge explosion inspires mildly spicy meatballs in smoky tomato sauce. Extra heat stays optional at the table.","image":"sc-asset:runner/runner-fireball-meatballs","ingredients":["500 g ground beef","1 cup crustless white bread, diced","120 g onion, grated with juice","1 each large eggs","15 g fresh parsley","4 each garlic cloves","25 g parmesan cheese","0.875 tsp table salt","0.25 tsp black pepper","37.5 ml olive oil","110 g onion, finely chopped","700 g tomato passata","120 ml water","3 tsp dried Italian herbs","1 tsp smoked paprika","0.125 tsp chili flakes"],"quickIngredients":["500 g fully cooked frozen meatballs","500 g no-added-sugar marinara sauce","60 ml water","1 tsp smoked paprika","0.125 tsp chili flakes"],"inventory":{"home":[{"amount":500.0,"unit":"g","key":"ground beef"},{"amount":1.0,"unit":"cup","key":"crustless white bread"},{"amount":120.0,"unit":"g","key":"onion"},{"amount":1.0,"unit":"each","key":"eggs"},{"amount":15.0,"unit":"g","key":"fresh parsley"},{"amount":4.0,"unit":"each","key":"garlic cloves"},{"amount":25.0,"unit":"g","key":"parmesan cheese"},{"amount":0.875,"unit":"tsp","key":"table salt"},{"amount":0.25,"unit":"tsp","key":"black pepper"},{"amount":37.5,"unit":"ml","key":"olive oil"},{"amount":110.0,"unit":"g","key":"onion"},{"amount":700.0,"unit":"g","key":"tomato passata"},{"amount":120.0,"unit":"ml","key":"water"},{"amount":3.0,"unit":"tsp","key":"dried Italian herbs"},{"amount":1.0,"unit":"tsp","key":"smoked paprika"},{"amount":0.125,"unit":"tsp","key":"chili flakes"}],"quick":[{"amount":500.0,"unit":"g","key":"fully cooked frozen meatballs"},{"amount":500.0,"unit":"g","key":"no-added-sugar marinara sauce"},{"amount":60.0,"unit":"ml","key":"water"},{"amount":1.0,"unit":"tsp","key":"smoked paprika"},{"amount":0.125,"unit":"tsp","key":"chili flakes"}]},"ingredientRules":{"home":["linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear"],"quick":["linear","linear","linear","linear","linear"]},"guestSteps":{"home":["Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape {{servedCount}} equal balls.","Brown in three-fifths of the measured oil, in uncrowded batches; remove.","Add the remaining oil, chopped onion and garlic; soften 2–3 minutes. Add passata, water, herbs, paprika, chili and remaining salt.","Return meatballs; simmer gently 10–15 minutes, turning, until centers reach 160°F. Serve five per guest with sauce."],"quick":["Combine marinara, water, paprika and chili in a saucepan. Add frozen fully cooked meatballs.","Cover and simmer gently 20–25 minutes, stirring, or follow the actual package’s longer instructions. Verify 165°F throughout.","Divide {{q0}} g cooked meatballs and their sauce among {{guests}} servings. Offer extra chili separately."]},"guestNote":{"home":"Equipment: Large skillet with lid; bowl; grater; thermometer. Allergens: Wheat, milk, egg. Cook ahead and refrigerate in shallow containers; reheat to 165°F. Hold hot at least 140°F. Do not use a slow cooker to reheat cold meatballs.\n\nPreparation notes: RecipeTin Eats base uses its permitted all-beef option. Preserve bread/onion/egg ratio; add smoked paprika and reduce chili to 1/8 tsp across the batch. No sugary glaze or pasta. Optional extra chili is separate at the table. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","quick":"Equipment: Covered saucepan; thermometer. Allergens: Commonly wheat, milk, egg and soy; check package. Hold at least 140°F until the explosion cue. Refrigerate leftovers promptly.\n\nPreparation notes: Rosina’s sauce-heating method is the reference. Meatball sizes vary: divide 500 g rather than assuming the homemade count. Check both meatball and sauce labels for wine or spirits."},"guestBatch":{"home":"{{guests}} tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","quick":"{{guests}} tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest."},"sources":[{"label":"Nagi Maehashi, RecipeTin Eats, Italian Meatballs","url":"https://www.recipetineats.com/classic-italian-meatballs-extra-soft-and-juicy/"},{"label":"Rosina, Italian Style Meatballs","url":"https://www.rosina.com/product/rosina-italian-style-meatballs/"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape {{servedCount}} equal balls.","Brown in three-fifths of the measured oil, in uncrowded batches; remove.","Add the remaining oil, chopped onion and garlic; soften 2–3 minutes. Add passata, water, herbs, paprika, chili and remaining salt.","Return meatballs; simmer gently 10–15 minutes, turning, until centers reach 160°F. Serve five per guest with sauce."],"quickSteps":["Combine marinara, water, paprika and chili in a saucepan. Add frozen fully cooked meatballs.","Cover and simmer gently 20–25 minutes, stirring, or follow the actual package’s longer instructions. Verify 165°F throughout.","Divide {{q0}} g cooked meatballs and their sauce among {{guests}} servings. Offer extra chili separately."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"20 min active; 20 min cook; allow 45 min total.","presentationYield":{"home":{"batchYield":20,"servedPerGuest":5}},"quickTiming":"5 min active; 20–25 min heat; allow 30 min 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er-rat-chef-ratatouille","movie":"runner","name":"Rat-Chef Ratatouille","time":"00:50:57","portion":"150–180 g vegetables","scene":"The rat-chef allusion inspires a rustic French vegetable stew. This is a themed interpretation of the scene.","image":"sc-asset:runner/runner-rat-chef-ratatouille","ingredients":["200 g eggplant, trimmed","125 g zucchini, trimmed","75 g bell pepper, trimmed","75 g onion, sliced","2 each garlic cloves","30 ml olive oil","0.375 tsp table salt","100 g fresh tomato","397 g crushed tomatoes","3.75 ml lemon juice","5 g fresh basil"],"quickIngredients":["200 g pre-cut eggplant","125 g pre-cut zucchini","75 g pre-cut bell pepper","75 g pre-cut onion","15 ml olive oil","397 g no-added-sugar marinara sauce","60 ml water","1 tsp dried Italian herbs"],"inventory":{"home":[{"amount":200.0,"unit":"g","key":"eggplant"},{"amount":125.0,"unit":"g","key":"zucchini"},{"amount":75.0,"unit":"g","key":"bell pepper"},{"amount":75.0,"unit":"g","key":"onion"},{"amount":2.0,"unit":"each","key":"garlic cloves"},{"amount":30.0,"unit":"ml","key":"olive oil"},{"amount":0.375,"unit":"tsp","key":"table salt"},{"amount":100.0,"unit":"g","key":"fresh tomato"},{"amount":397.0,"unit":"g","key":"crushed tomatoes"},{"amount":3.75,"unit":"ml","key":"lemon juice"},{"amount":5.0,"unit":"g","key":"fresh basil"}],"quick":[{"amount":200.0,"unit":"g","key":"pre-cut eggplant"},{"amount":125.0,"unit":"g","key":"pre-cut zucchini"},{"amount":75.0,"unit":"g","key":"pre-cut bell pepper"},{"amount":75.0,"unit":"g","key":"onion"},{"amount":15.0,"unit":"ml","key":"olive oil"},{"amount":397.0,"unit":"g","key":"no-added-sugar marinara sauce"},{"amount":60.0,"unit":"ml","key":"water"},{"amount":1.0,"unit":"tsp","key":"dried Italian herbs"}]},"ingredientRules":{"home":["linear","linear","linear","linear","linear","linear","linear","linear","linear","linear","linear"],"quick":["linear","linear","linear","linear","linear","linear","linear","linear"]},"guestSteps":{"home":["Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.","Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.","Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.","Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus."],"quick":["Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.","Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.","Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus."]},"guestNote":{"home":"Equipment: Wide sauté pan; bowl; knife. Allergens: No major common allergens inherent; check labels. Good made a day ahead. Chill promptly; reheat to 165°F and hold at least 140°F until the cue.\n\nPreparation notes: Half-batch adaptation of A Couple Cooks, using practical trimmed weights and table-salt conversion. Optional pistou omitted. This is a rustic stew, not a claim to recreate the Pixar plated spiral.","quick":"Equipment: Wide covered skillet. Allergens: Check marinara label. Refrigerate cooked leftovers promptly. Reheat to 165°F; hold at least 140°F.\n\nPreparation notes: Bought chopped vegetables and prepared sauce remove chopping and sauce-making, not cooking. If pre-cut vegetables are unavailable, add 10 minutes prep. This version is not Instant. No wine-containing sauce."},"guestBatch":{"home":"{{guests}} tasting portions. 150–180 g vegetables per guest.","quick":"{{guests}} tasting portions. 150–180 g vegetables per guest."},"sources":[{"label":"Sonja Overhiser, A Couple Cooks, Classic Ratatouille","url":"https://www.acouplecooks.com/ratatouille-recipe/"}],"batchRule":"linear","quickRule":"linear","servingsBase":4,"steps":["Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.","Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.","Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.","Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus."],"quickSteps":["Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.","Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.","Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"15 min active; 40–45 min cook; allow 60 min total.","quickTiming":"5 min active with bought pre-cut veg; 25–30 min cook; allow 35 min total.","display":{"1":{"home":{"ingredients":[1223,1224,1225,1226,1227,1228,408,1229,1230,1231,1232],"steps":[1233,1234,1235,1236],"note":1237,"batch":1238},"quick":{"ingredients":[1239,1240,1241,1242,1243,1244,831,1245],"steps":[1246,1247,1248],"note":1249,"batch":1238}},"2":{"home":{"ingredients":[1250,1251,1252,1253,814,1254,458,1255,1256,1257,1258],"steps":[1233,1234,1235,1236],"note":1237,"batch":1259},"quick":{"ingredients":[1260,1261,1262,1263,1228,1264,819,1265],"steps":[1246,1247,1248],"note":1249,"batch":1259}},"3":{"home":{"ingredients":[1266,1267,1268,1269,389,1270,508,1271,1272,1273,1274],"steps":[1233,1234,1235,1236],"note":1237,"batch":1275},"quick":{"ingredients":[1276,1277,1278,1279,1280,1281,874,820],"steps":[1246,1247,1248],"note":1249,"batch":1275}},"4":{"home":{"ingredients":[1282,1283,1284,1285,1286,1287,1288,1289,1290,1291,1292],"steps":[1233,1234,1235,1236],"note":1237,"batch":1293},"quick":{"ingredients":[1294,1295,1296,1297,1254,1298,846,1299],"steps":[1246,1247,1248],"note":1249,"batch":1293}},"5":{"home":{"ingredients":[1300,1301,1302,1303,1304,1305,608,1306,1307,1308,1309],"steps":[1233,1234,1235,1236],"note":1237,"batch":1310},"quick":{"ingredients":[1311,1312,1313,1314,843,1315,916,1316],"steps":[1246,1247,1248],"note":1249,"batch":1310}},"6":{"home":{"ingredients":[1317,1318,1319,1320,860,1321,658,1322,1323,1324,1325],"steps":[1233,1234,1235,1236],"note":1237,"batch":1326},"quick":{"ingredients":[1327,1328,1329,1330,1270,1331,866,847],"steps":[1246,1247,1248],"note":1249,"batch":1326}},"7":{"home":{"ingredients":[1332,1333,1334,1335,1336,1337,862,1338,1339,1340,1341],"steps":[1233,1234,1235,1236],"note":1237,"batch":1342},"quick":{"ingredients":[1343,1344,1345,1346,1347,1348,955,1349],"steps":[1246,1247,1248],"note":1249,"batch":1342}},"8":{"home":{"ingredients":[1350,1351,1352,1353,1354,1355,1356,1357,1358,413,1359],"steps":[1233,1234,1235,1236],"note":1237,"batch":1360},"quick":{"ingredients":[1361,1362,1363,1364,1287,1365,888,1366],"steps":[1246,1247,1248],"note":1249,"batch":1360}},"9":{"home":{"ingredients":[1367,1368,1369,1370,456,1371,1372,1373,1374,1375,1376],"steps":[1233,1234,1235,1236],"note":1237,"batch":1377},"quick":{"ingredients":[1378,1379,1380,1381,1382,1383,995,867],"steps":[1246,1247,1248],"note":1249,"batch":1377}},"10":{"home":{"ingredients":[1384,1385,1386,1387,902,965,1388,1389,1390,1391,1392],"steps":[1233,1234,1235,1236],"note":1237,"batch":1393},"quick":{"ingredients":[1394,1395,1396,1397,1305,1398,908,1399],"steps":[1246,1247,1248],"note":1249,"batch":1393}},"11":{"home":{"ingredients":[1400,1401,1402,1403,1404,1405,1406,1407,1408,1409,1410],"steps":[1233,1234,1235,1236],"note":1237,"batch":1411},"quick":{"ingredients":[1412,1413,1414,1415,1416,1417,1036,1418],"steps":[1246,1247,1248],"note":1249,"batch":1411}},"12":{"home":{"ingredients":[1419,1420,1421,1422,489,1423,1424,1425,1426,1427,1428],"steps":[1233,1234,1235,1236],"note":1237,"batch":1429},"quick":{"ingredients":[1430,1431,1432,1433,1321,1434,927,889],"steps":[1246,1247,1248],"note":1249,"batch":1429}},"13":{"home":{"ingredients":[1435,1436,1437,1438,1439,1440,1441,1442,1443,1444,1445],"steps":[1233,1234,1235,1236],"note":1237,"batch":1446},"quick":{"ingredients":[1447,1448,1449,1450,1451,1452,1077,1453],"steps":[1246,1247,1248],"note":1249,"batch":1446}},"14":{"home":{"ingredients":[1454,1455,1456,1457,941,1458,923,1459,1460,1461,438],"steps":[1233,1234,1235,1236],"note":1237,"batch":1462},"quick":{"ingredients":[1463,1464,1465,1466,1337,1467,947,1468],"steps":[1246,1247,1248],"note":1249,"batch":1462}},"15":{"home":{"ingredients":[1469,1470,1471,1472,522,1045,1473,1474,1475,1476,1477],"steps":[1233,1234,1235,1236],"note":1237,"batch":1478},"quick":{"ingredients":[1479,1480,1481,1482,924,1483,1117,909],"steps":[1246,1247,1248],"note":1249,"batch":1478}},"16":{"home":{"ingredients":[1484,1485,1486,1487,962,1488,1489,1490,1491,463,1492],"steps":[1233,1234,1235,1236],"note":1237,"batch":1493},"quick":{"ingredients":[1494,1495,1496,1497,1355,1498,968,1499],"steps":[1246,1247,1248],"note":1249,"batch":1493}},"17":{"home":{"ingredients":[1500,1501,1502,1503,1504,1505,1506,1507,1508,1509,1510],"steps":[1233,1234,1235,1236],"note":1237,"batch":1511},"quick":{"ingredients":[1512,1513,1514,1515,1516,1517,1159,1518],"steps":[1246,1247,1248],"note":1249,"batch":1511}},"18":{"home":{"ingredients":[1519,1520,1521,1522,556,1523,1524,1525,1526,1527,1528],"steps":[1233,1234,1235,1236],"note":1237,"batch":1529},"quick":{"ingredients":[1530,1531,1532,1533,1371,1534,987,928],"steps":[1246,1247,1248],"note":1249,"batch":1529}},"19":{"home":{"ingredients":[1535,1536,1537,1538,1539,1540,1541,1542,1543,1544,1545],"steps":[1233,1234,1235,1236],"note":1237,"batch":1546},"quick":{"ingredients":[1547,1548,1549,1550,1551,1552,1201,1553],"steps":[1246,1247,1248],"note":1249,"batch":1546}},"20":{"home":{"ingredients":[1554,1555,1556,1557,1001,1127,1558,1559,1560,1561,1562],"steps":[1233,1234,1235,1236],"note":1237,"bat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French Macarons","time":"01:12:28","portion":"1 filled macaron","scene":"A Parisian pastry mention inspires one French macaron each. Purchased macarons are the practical default.","image":"sc-asset:runner/runner-parisian-french-macarons","ingredients":["75 g fresh egg whites","75 g granulated sugar","0.25 tsp cream of tartar","100 g confectioners sugar","85 g fine blanched almond flour","150 g dark chocolate, no alcohol filling","75 g heavy cream"],"quickIngredients":["4 each bakery French macarons, non-alcoholic filling"],"inventory":{"home":[{"amount":75.0,"unit":"g","key":"fresh egg whites"},{"amount":75.0,"unit":"g","key":"granulated sugar"},{"amount":0.25,"unit":"tsp","key":"cream of tartar"},{"amount":100.0,"unit":"g","key":"confectioners sugar"},{"amount":85.0,"unit":"g","key":"fine blanched almond flour"},{"amount":150.0,"unit":"g","key":"dark chocolate"},{"amount":75.0,"unit":"g","key":"heavy cream"}],"quick":[{"amount":4.0,"unit":"each","key":"bakery French macarons"}]},"ingredientRules":{"home":["one","one","one","one","one","one","one"],"quick":["linear"]},"guestSteps":{"home":["Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only {{guests}} to temper about one hour before service. Store the {{leftoverCount}} extras."],"quick":["Buy {{guests}} French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only {{guests}} macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away."]},"guestNote":{"home":"Purchased macarons are the practical default. Equipment: Gram scale; mixer; sieve; piping bag/round tip; 2 lined trays. Allergens: Almonds, egg, milk; check chocolate. Refrigerate filled macarons; freeze extras airtight up to one month. No extra pastries are added to the serving plate.\n\nPreparation notes: KAB shell ratios unchanged; no extract or color. Ganache uses KAB’s thicker 2:1 chocolate-to-cream option, with no corn syrup or alcohol. Keep full batch for reliable mixing; do not divide into a four-cookie microbatch.","quick":"Purchased macarons are the practical default. Equipment: Small covered plate. Allergens: Almonds, egg, milk; other nuts possible. Follow bakery/package refrigeration and use-by instructions.\n\nPreparation notes: Use a bakery or a labeled thaw-and-serve product such as Delizza. Actual local stock is not verified; package quantities vary. No homemade almond flour, eggs or filling ingredients belong on this shopping path."},"guestBatch":{"home":"1 original batch / about 24 macarons. Serve {{guests}}; reserve {{leftoverCount}}.","quick":"{{guests}} tasting portions. 1 filled macaron per guest."},"sources":[{"label":"King Arthur Test Kitchen, French Macarons","url":"https://www.kingarthurbaking.com/recipes/french-macarons-recipe"},{"label":"King Arthur Test Kitchen, Chocolate Ganache","url":"https://www.kingarthurbaking.com/recipes/chocolate-ganache-recipe"},{"label":"Sally McKenney, Beginner’s Guide to French Macarons","url":"https://sallysbakingaddiction.com/french-macarons/"},{"label":"Delizza Macarons product listing, Publix","url":"https://www.publix.com/pd/delizza-macarons/RIO-PCI-468914"}],"batchRule":"one","quickRule":"linear","servingsBase":4,"steps":["Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only {{guests}} to temper about one hour before service. Store the {{leftoverCount}} extras."],"quickSteps":["Buy {{guests}} French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only {{guests}} macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"45 min active; 30–120 min drying; 15–20 min bake per tray; cooling; allow 3–4 h plus 24–48 h maturation.","presentationYield":{"home":{"batchYield":24,"servedPerGuest":1}},"quickTiming":"Instant for chilled bakery macarons, plus 1 h tempering; frozen products need their labeled thaw time.","display":{"1":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1581],"note":1582,"batch":1583},"quick":{"ingredients":[1584],"steps":[1585,1586,1587],"note":1588,"batch":1589}},"2":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1590],"note":1582,"batch":1591},"quick":{"ingredients":[1592],"steps":[1593,1594,1587],"note":1588,"batch":1595}},"3":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1596],"note":1582,"batch":1597},"quick":{"ingredients":[1598],"steps":[1599,1600,1587],"note":1588,"batch":1601}},"4":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1602],"note":1582,"batch":1603},"quick":{"ingredients":[1604],"steps":[1605,1606,1587],"note":1588,"batch":1607}},"5":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1608],"note":1582,"batch":1609},"quick":{"ingredients":[1610],"steps":[1611,1612,1587],"note":1588,"batch":1613}},"6":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1614],"note":1582,"batch":1615},"quick":{"ingredients":[1616],"steps":[1617,1618,1587],"note":1588,"batch":1619}},"7":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1620],"note":1582,"batch":1621},"quick":{"ingredients":[1622],"steps":[1623,1624,1587],"note":1588,"batch":1625}},"8":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1626],"note":1582,"batch":1627},"quick":{"ingredients":[1628],"steps":[1629,1630,1587],"note":1588,"batch":1631}},"9":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1632],"note":1582,"batch":1633},"quick":{"ingredients":[1634],"steps":[1635,1636,1587],"note":1588,"batch":1637}},"10":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1638],"note":1582,"batch":1639},"quick":{"ingredients":[1640],"steps":[1641,1642,1587],"note":1588,"batch":1643}},"11":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1644],"note":1582,"batch":1645},"quick":{"ingredients":[1646],"steps":[1647,1648,1587],"note":1588,"batch":1649}},"12":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1650],"note":1582,"batch":1651},"quick":{"ingredients":[1652],"steps":[1653,1654,1587],"note":1588,"batch":1655}},"13":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1656],"note":1582,"batch":1657},"quick":{"ingredients":[1658],"steps":[1659,1660,1587],"note":1588,"batch":1661}},"14":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1662],"note":1582,"batch":1663},"quick":{"ingredients":[1664],"steps":[1665,1666,1587],"note":1588,"batch":1667}},"15":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1668],"note":1582,"batch":1669},"quick":{"ingredients":[1670],"steps":[1671,1672,1587],"note":1588,"batch":1673}},"16":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1674],"note":1582,"batch":1675},"quick":{"ingredients":[1676],"steps":[1677,1678,1587],"note":1588,"batch":1679}},"17":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1680],"note":1582,"batch":1681},"quick":{"ingredients":[1682],"steps":[1683,1684,1587],"note":1588,"batch":1685}},"18":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1686],"note":1582,"batch":1687},"quick":{"ingredients":[1688],"steps":[1689,1690,1587],"note":1588,"batch":1691}},"19":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1692],"note":1582,"batch":1693},"quick":{"ingredients":[1694],"steps":[1695,1696,1587],"note":1588,"batch":1697}},"20":{"home":{"ingredients":[1570,1571,1572,1573,1574,1575,1576],"steps":[1577,1578,1579,1580,1698],"note":1582,"batch":1699},"quick":{"ingredients":[1700],"steps":[1701,1702,1587],"note":1588,"batch":1703}}}},{"id":"runner-bens-montmartre-chouquettes","movie":"runner","name":"Ben’s Montmartre Chouquettes","time":"01:28:46","portion":"2 miniature puffs","scene":"Ben’s Montmartre recommendation inspires small pearl-sugar choux puffs for the finish.","image":"sc-asset:runner/runner-bens-montmartre-chouquettes","ingredients":["227 ml water","113 g unsalted butter","0.375 tsp table salt","150 g all-purpose flour","4 each large eggs","30 g pearl sugar"],"quickIngredients":["8 each frozen mini cream puffs"],"inventory":{"home":[{"amount":227.0,"unit":"ml","key":"water"},{"amount":113.0,"unit":"g","key":"unsalted butter"},{"amount":0.375,"unit":"tsp","key":"table salt"},{"amount":150.0,"unit":"g","key":"all-purpose flour"},{"amount":4.0,"unit":"each","key":"eggs"},{"amount":30.0,"unit":"g","key":"pearl sugar"}],"quick":[{"amount":8.0,"unit":"each","key":"frozen mini cream puffs"}]},"ingredientRules":{"home":["batch12","batch12","batch12","batch12","batch12","batch12"],"quick":["linear"]},"guestSteps":{"home":["Work in {{batchCount}} original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in {{batchCount}} original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve {{servedCount}} puffs, two per guest; freeze the {{leftoverCount}} extras once cooled."],"quick":["For an exact match, order {{doubleGuests}} unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw {{q0}} frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar."]},"guestNote":{"home":"Equipment: Saucepan; spoon/mixer; 2 lined trays; scoop; rack. Allergens: Wheat, milk, egg. Bake on movie day; serve at room temperature. Freeze surplus once cooled. Optional re-crisp: 300–350°F for 3–5 minutes before play, then cool.\n\nPreparation notes: Full KAB choux ratio and chouquette temperature sequence retained. Topping quantified; no filling or extra sugar glaze. If oven cannot bake both trays evenly, use two sequential batches and allow another 40 minutes.","quick":"Equipment: Covered plate; refrigerator. Allergens: Wheat, milk, egg; check package. Filled puffs stay refrigerated until service; do not heat them. Freeze the rest of the package.\n\nPreparation notes: Default shopping uses the widely practical filled-puff substitute, clearly different from authentic unfilled chouquettes. If bakery chouquettes are obtained, replace eight cream puffs with eight chouquettes, never buy both. No claim that cream puffs are the film pastry. Quick-path desserts are richer, so portions remain fixed. The photograph illustrates Homemade; this shortcut has a different appearance."},"guestBatch":{"home":"{{batchCount}} full batches / {{batchYield}} puffs. Serve {{servedCount}}; reserve {{leftoverCount}}.","quick":"{{guests}} tasting portions. 2 miniature puffs per guest."},"sources":[{"label":"Charlotte Rutledge / King Arthur, Chouquettes","url":"https://www.kingarthurbaking.com/recipes/chouquettes-recipe"},{"label":"Charlotte Rutledge / King Arthur, Pâte à Choux","url":"https://www.kingarthurbaking.com/recipes/pate-a-choux-recipe"},{"label":"Patsy Jamieson / Alliance Française, Chouquettes","url":"https://www.aflcr.org/culture/patsys-kitchen/patsys-kitchen-chouquettes/"},{"label":"Delizza FAQ","url":"https://delizza.us/faq"}],"batchRule":"batch12","quickRule":"linear","servingsBase":4,"steps":["Work in {{batchCount}} original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in {{batchCount}} original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve {{servedCount}} puffs, two per guest; freeze the {{leftoverCount}} extras once cooled."],"quickSteps":["For an exact match, order {{doubleGuests}} unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw {{q0}} frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar."],"optional":false,"extra":false,"samsungRecipe":"","legacyPath":"","note":"See preparation notes.","yield_note":"Four movie-night portions at the default guest count.","timing":"20 min active; 35–40 min bake; 20 min cooling; allow 90 min total.","presentationYield":{"home":{"batchYield":24,"servedPerGuest":2}},"quickTiming":"Instant for bought chouquettes; default frozen substitute: 2 min active plus 1–2 h refrigerator thaw.","display":{"1":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1712],"note":1713,"batch":1714},"quick":{"ingredients":[1715],"steps":[1716,1717,1718],"note":1719,"batch":1720}},"2":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1721],"note":1713,"batch":1722},"quick":{"ingredients":[1723],"steps":[1724,1725,1718],"note":1719,"batch":1726}},"3":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1727],"note":1713,"batch":1728},"quick":{"ingredients":[1729],"steps":[1730,1731,1718],"note":1719,"batch":1732}},"4":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1733],"note":1713,"batch":1734},"quick":{"ingredients":[1735],"steps":[1736,1737,1718],"note":1719,"batch":1738}},"5":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1739],"note":1713,"batch":1740},"quick":{"ingredients":[1741],"steps":[1742,1743,1718],"note":1719,"batch":1744}},"6":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1745],"note":1713,"batch":1746},"quick":{"ingredients":[1747],"steps":[1748,1749,1718],"note":1719,"batch":1750}},"7":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1751],"note":1713,"batch":1752},"quick":{"ingredients":[1753],"steps":[1754,1755,1718],"note":1719,"batch":1756}},"8":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1757],"note":1713,"batch":1758},"quick":{"ingredients":[1759],"steps":[1760,1761,1718],"note":1719,"batch":1762}},"9":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1763],"note":1713,"batch":1764},"quick":{"ingredients":[1765],"steps":[1766,1767,1718],"note":1719,"batch":1768}},"10":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1769],"note":1713,"batch":1770},"quick":{"ingredients":[1771],"steps":[1772,1773,1718],"note":1719,"batch":1774}},"11":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1775],"note":1713,"batch":1776},"quick":{"ingredients":[1777],"steps":[1778,1779,1718],"note":1719,"batch":1780}},"12":{"home":{"ingredients":[1704,486,1288,1705,1706,1707],"steps":[1708,1709,1710,1711,1781],"note":1713,"batch":1782},"quick":{"ingredients":[1783],"steps":[1784,1785,1718],"note":1719,"batch":1786}},"13":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1792],"note":1713,"batch":1793},"quick":{"ingredients":[1794],"steps":[1795,1796,1718],"note":1719,"batch":1797}},"14":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1798],"note":1713,"batch":1799},"quick":{"ingredients":[1800],"steps":[1801,1802,1718],"note":1719,"batch":1803}},"15":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1804],"note":1713,"batch":1805},"quick":{"ingredients":[1806],"steps":[1807,1808,1718],"note":1719,"batch":1809}},"16":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1810],"note":1713,"batch":1811},"quick":{"ingredients":[1812],"steps":[1813,1814,1718],"note":1719,"batch":1815}},"17":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1816],"note":1713,"batch":1817},"quick":{"ingredients":[1818],"steps":[1819,1820,1718],"note":1719,"batch":1821}},"18":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1822],"note":1713,"batch":1823},"quick":{"ingredients":[1824],"steps":[1825,1826,1718],"note":1719,"batch":1827}},"19":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1828],"note":1713,"batch":1829},"quick":{"ingredients":[1830],"steps":[1831,1832,1718],"note":1719,"batch":1833}},"20":{"home":{"ingredients":[1787,619,1356,1788,323,1789],"steps":[1790,1709,1791,1711,1834],"note":1713,"batch":1835},"quick":{"ingredients":[1836],"steps":[1837,1838,1718],"note":1719,"batch":1839}}}}],"menuChoices":[],"cueCount":7,"supplies":[],"timingNote":"Five original cues use Alex’s playback notes, ending at 01:30:28. Oyster service at 00:09:20 combines both dishes by Alex’s decision; the oyster anchor and 01:12:28 macaron cue are research-derived. Follow recognizable scenes if your edition differs.","beforePlanIntro":"Default schedule assumes four guests, one oven and four burners. Start earlier or add a helper for large groups; cooking time does not scale with guest count. Read frozen-oyster labels a day ahead and expand their thaw/cook window if selected. Bought macarons are the practical default even alongside Homemade savory dishes; choose their Quick prep ingredient list instead of the Homemade batch. Keep hot food at least 140°F and chilled perishables at or below 40°F. Reheat cooked food to 165°F; raw ground beef reaches 160°F. Use a thermometer. Pause the film if a dish needs longer.","hostPlans":{"before":{"home":[{"at":"1–2 days before","label":"Optional all-Homemade route: make, fill and refrigerate full macaron batch; allow 24–48 h maturation","text":"Optional all-Homemade route: make, fill and refrigerate full macaron batch; allow 24–48 h maturation. Put away all but four. Oven 320°F/325°F, mixer; refrigerator"},{"at":"Movie morning","label":"Bake chouquettes, cool completely; reserve eight for tonight and freeze surplus","text":"Bake chouquettes, cool completely; reserve eight for tonight and freeze surplus. Oven 425°F then 350°F; cool rack"},{"at":"At least 2 h before","label":"Chill grape juice and seltzer; measure ingredients","text":"Chill grape juice and seltzer; measure ingredients. Refrigerator"},{"at":"−100 to −40 min","label":"Cook ratatouille and meatballs on separate burners","text":"Cook ratatouille and meatballs on separate burners. Raw beef must reach 160°F. If using yesterday’s dishes, reheat to 165°F instead. Burners 1–2; then covered hot holding at least 140°F"},{"at":"−45 min","label":"Preheat oven to 450°F","text":"Preheat oven to 450°F. Prepare oyster dishes and butter; prepare sandwich sauce separately. Oven; burner 3 for sauce, then clean it"},{"at":"−40 to −30 min","label":"Bake oysters at 450°F for at least 10 min","text":"Bake oysters at 450°F for at least 10 min. Move cooked dishes into monitored hot-water bath. Oven; burner 3 bath"},{"at":"−30 to −25 min","label":"Lower oven to 400°F","text":"Lower oven to 400°F. Toast bread in a dry skillet, assemble sandwiches and allow oven temperature to settle. Oven; burner 4 briefly; oyster bath maintained"},{"at":"−25 to 0 min","label":"Bake sandwiches 20–25 minutes until golden and hot","text":"Bake sandwiches 20–25 minutes until golden and hot. Oven; oyster bath maintained"},{"at":"−10 to 0 min","label":"Brew and froth coffee","text":"Brew and froth coffee. Verify holding temperatures and place two cooled chouquettes per guest in a sealed container. Burner 4/machine; coffee service ready"},{"at":"0 min","label":"Switch oven to 225°F for brief sandwich holding; verify food stays at least 140°F","text":"Switch oven to 225°F for brief sandwich holding; verify food stays at least 140°F. Press play only when coffee, sandwiches and oysters are ready. Oven; 3 hot-holding burners"},{"at":"+00:30","label":"Serve coffee","text":"Serve coffee. No further cooking"},{"at":"+07:23","label":"Halve/plate sandwiches","text":"Halve/plate sandwiches. Warm plates"},{"at":"+09:20 (oysters + juice together)","label":"Lift oyster dishes onto saucers; mix and pour grape drink","text":"Lift oyster dishes onto saucers; mix and pour grape drink. Turn off bath after serving"},{"at":"+12 min","label":"Set out one refrigerated macaron per guest to temper for one hour","text":"Set out one refrigerated macaron per guest to temper for one hour. Covered plate, room temperature"},{"at":"+36:08","label":"Serve meatballs and sauce; turn off that holding burner","text":"Serve meatballs and sauce; turn off that holding burner. Five meatballs per guest"},{"at":"+50:57","label":"Stir and portion ratatouille; turn off that burner","text":"Stir and portion ratatouille; turn off that burner. Four side dishes"},{"at":"+01:12:28","label":"Serve one macaron per guest","text":"Serve one macaron per guest. One per guest"},{"at":"+01:28:46","label":"Serve two room-temperature chouquettes per guest","text":"Serve two room-temperature chouquettes per guest. Two per guest"}],"quick":[{"at":"At least −2 h","label":"Chill grape juice","text":"Chill grape juice. Put two frozen cream puffs per guest in a covered refrigerator container to thaw; keep other puffs frozen. Read macaron package if using frozen rather than bakery-chilled. Refrigerator"},{"at":"−75 min","label":"Set out measured ingredients; make ratatouille from pre-cut vegetables and jar sauce","text":"Set out measured ingredients; make ratatouille from pre-cut vegetables and jar sauce. Burner 1, about 35 min; then at least 140°F"},{"at":"−45 min","label":"Start frozen meatballs in sauce; allow 30 min and verify 165°F","text":"Start frozen meatballs in sauce; allow 30 min and verify 165°F. Burner 2; then at least 140°F"},{"at":"−25 min","label":"Heat canned oysters with butter/herbs; verify 165°F","text":"Heat canned oysters with butter/herbs; verify 165°F. Portion and transfer to hot-water bath. Burner 3; at least 140°F"},{"at":"−20 to −5 min","label":"Toast bread and broil ham/egg/cheese topping; verify 160°F","text":"Toast bread and broil ham/egg/cheese topping; verify 160°F. Broiler, then oven 225°F holding"},{"at":"−7 to 0 min","label":"Make instant coffees and froth milk","text":"Make instant coffees and froth milk. Confirm every hot dish is ready before play. Kettle and burner 4/frother"},{"at":"+00:30; +07:23; +09:20 (oysters + juice together)","label":"Serve coffee, toast, oysters and 120 ml bottled grape juice each","text":"Serve coffee, toast, oysters and 120 ml bottled grape juice each. Serving only; switch off bath afterward"},{"at":"+12 min","label":"Set out one chilled bakery macaron per guest; use the package’s tempering window instead if specified","text":"Set out one chilled bakery macaron per guest; use the package’s tempering window instead if specified. Covered plate"},{"at":"+36:08; +50:57","label":"Portion hot meatballs and vegetables","text":"Portion hot meatballs and vegetables. Turn off each burner after serving"},{"at":"+01:12:28","label":"Serve one macaron each","text":"Serve one macaron each. Extras remain stored"},{"at":"+01:28:46","label":"Remove two thawed mini cream puffs per guest from refrigerator and serve","text":"Remove two thawed mini cream puffs per guest from refrigerator and serve. Two each; no warming or added topping"}]},"during":{"home":[{"at":"Before −50 min","label":"Make sauce, assemble sandwiches and oyster dishes","text":"Make sauce, assemble sandwiches and oyster dishes. Wash/cut ratatouille vegetables. Mix and shape raw meatballs; refrigerate. Chill grape components. Separate raw meat/seafood work and clean utensils"},{"at":"−50 to −20 min","label":"Toast and bake sandwiches at 400°F, including oven preheat","text":"Toast and bake sandwiches at 400°F, including oven preheat. Finish sandwiches before oyster oven changes"},{"at":"−20 to −10 min","label":"Raise oven to 450°F","text":"Raise oven to 450°F. Sandwiches rest loosely covered briefly; total unrefrigerated interval stays under 2 h"},{"at":"−10 to 0 min","label":"Bake oysters at 450°F for at least 10 min; move to monitored bath for the early cue","text":"Bake oysters at 450°F for at least 10 min; move to monitored bath for the early cue. Oven free afterward"},{"at":"−10 to 0 min","label":"Brew/froth coffee while oysters bake","text":"Brew/froth coffee while oysters bake. Active work is brief; press play only when both are ready"},{"at":"+00:30","label":"Serve coffee","text":"Serve coffee. No simultaneous raw-food prep"},{"at":"+03 to +07 min","label":"Briefly rewarm sandwiches in a covered dry skillet, then cut and serve at +07:23","text":"Briefly rewarm sandwiches in a covered dry skillet, then cut and serve at +07:23. Gentle heat; watch bread; already fully cooked"},{"at":"+09:20 (oysters + juice together)","label":"Serve oysters and mix/pour juice","text":"Serve oysters and mix/pour juice. These are a single coordinated service"},{"at":"+10 min","label":"Set out one macaron per guest, then start ratatouille: brown vegetables in batches, add tomatoes and simmer","text":"Set out one macaron per guest, then start ratatouille: brown vegetables in batches, add tomatoes and simmer. Burner 1; simmer is mostly passive"},{"at":"+15 to +35 min","label":"Brown meatballs and simmer in sauce to 160°F, with a 1-minute stir of ratatouille midway","text":"Brown meatballs and simmer in sauce to 160°F, with a 1-minute stir of ratatouille midway. Burner 2; shaping was done beforehand"},{"at":"+36:08","label":"Serve meatballs; keep ratatouille simmering until fully tender","text":"Serve meatballs; keep ratatouille simmering until fully tender. No oven conflict"},{"at":"+45 to +50 min","label":"Finish ratatouille with lemon/basil and plate for +50:57","text":"Finish ratatouille with lemon/basil and plate for +50:57. If tender early, hold at least 140°F"},{"at":"+01:12:28; +01:28:46","label":"Serve macarons, then room-temperature chouquettes","text":"Serve macarons, then room-temperature chouquettes. No late baking required"}],"quick":[{"at":"−2 h","label":"Chill grape drink; thaw two cream puffs per guest in refrigerator","text":"Chill grape drink; thaw two cream puffs per guest in refrigerator. Check bought macaron instructions. Refrigerator"},{"at":"−15 to −5 min","label":"Make open-faced ham/egg/cheese toasts to 160°F; hot hold","text":"Make open-faced ham/egg/cheese toasts to 160°F; hot hold. Broiler then oven 225°F"},{"at":"−12 to 0 min","label":"Heat canned oysters to 165°F; hold in covered bath","text":"Heat canned oysters to 165°F; hold in covered bath. Prepare instant coffees during passive heating. Two burners plus kettle"},{"at":"+00:30; +07:23; +09:20 (oysters + juice together)","label":"Serve the opening sequence","text":"Serve the opening sequence. No major cooking between adjacent cues"},{"at":"+10 min","label":"Set out one macaron per guest","text":"Set out one macaron per guest. Or follow the actual bought-product timing"},{"at":"+10 to +35 min","label":"After setting out macarons, immediately start frozen meatballs, sauce and seasoning on burner 1","text":"After setting out macarons, immediately start frozen meatballs, sauce and seasoning on burner 1. Allow the full 25 minutes; stir occasionally. Burner 1; check 165°F before plating"},{"at":"+15 to +20 min","label":"Begin pre-cut ratatouille on burner 2; simmer while checking meatballs","text":"Begin pre-cut ratatouille on burner 2; simmer while checking meatballs. About 30 min to vegetable cue"},{"at":"+34 min","label":"Check meatballs reach 165°F and plate for +36:08","text":"Check meatballs reach 165°F and plate for +36:08. Extend cooking if necessary"},{"at":"+47 to +50 min","label":"Check vegetables tender, reduce excess liquid and plate for +50:57","text":"Check vegetables tender, reduce excess liquid and plate for +50:57. Hold at least 140°F if ready early"},{"at":"+01:12:28; +01:28:46","label":"Serve one macaron, then two cold thawed cream puffs per guest","text":"Serve one macaron, then two cold thawed cream puffs per guest. No added glaze or syrup"}]}},"holdingPlaces":{"runner-opening-creamy-coffee":"monitored hot holding","runner-hanks-croque-monsieur":"monitored hot holding","runner-bens-lemon-herb-oysters":"monitored hot holding","runner-bens-sparkling-white-grape-juice":"refrigerator","runner-fireball-meatballs":"monitored hot holding","runner-rat-chef-ratatouille":"monitored hot holding","runner-parisian-french-macarons":"refrigerator","runner-bens-montmartre-chouquettes":"covered room-temperature pastry container"},"decoratingHtml":"<div class=\"guide-tools\"><div><h2>A little Paris at your table.</h2></div></div><div class=\"guide-notes-grid\"><article class=\"guide-note\"><h3>A warm café welcome</h3><p>Set cream plates and clear small tumblers on a wood table. Fold a blue-and-white tea towel beside the serving tray and keep the look relaxed and comfortable.</p></article><article class=\"guide-note\"><h3>The Montmartre corner</h3><p>A handwritten Paris café card and a small sketch of a winding street make a simple pastry corner. Keep the macarons and puffs stored correctly until their scenes.</p></article><article class=\"guide-note\"><h3>An action-movie accent</h3><p>Use a few amber battery candles and charcoal napkins to echo the fast-moving middle of the film. Keep the explosion theme on the meatball name, with no open flames or hot spice challenge.</p></article><article class=\"guide-note\"><h3>Room for the courses</h3><p>Leave one clear landing spot for hot oyster dishes and their paired juice glasses. Keep the main serving area free of decorations so the early handoffs stay easy.</p></article></div>","guideNotesHtml":"<div class=\"guide-tools\"><div><h2>Make the guide work for your table.</h2></div></div><div class=\"guide-notes-grid\"><article class=\"guide-note\"><h3>Use your playback clock</h3><p>Five cues follow Alex’s playback notes. The oyster invitation and macaron cue use subtitle research; edition differences may shift them. The oysters and juice share one 00:09:20 serving moment.</p></article><article class=\"guide-note\"><h3>Choose your preparation path</h3><p>Each recipe has complete Homemade and Quick prep instructions. Purchased macarons are the practical default. The cream-puff fallback is filled, while true chouquettes are unfilled pearl-sugar puffs. Choose one version of each dish when shopping.</p></article><article class=\"guide-note\"><h3>A meal with a small sweet finish</h3><p>The sandwich, meatballs and vegetables carry the meal. Keep grape juice to a small glass and the two desserts to their stated tasting portions; store extra batch yield for another day.</p></article><article class=\"guide-note\"><h3>Plan the kitchen</h3><p>Before pressing play completes cooking ahead with monitored hot holding. A dedicated host cooks near later cues and will miss parts of the film. Use recipe doneness checks and allow extra batches for a larger table.</p></article><article class=\"guide-note\"><h3>Keep your checklists useful</h3><p>Recipe steps, ingredients, serving checks and host tasks track separate jobs. Guest changes update quantities; reset only the checklist you intend to restart. Progress is stored in this browser.</p></article><article class=\"guide-note\"><h3>Food care and credits</h3><p>Check product labels for allergens and non-alcoholic ingredients. Every recipe links its publisher or product reference. These movie-night portions and presentation choices are adaptations; photographs illustrate the Homemade dishes.</p></article><article class=\"guide-note\"><h3>Parisian pastry names</h3><p>French macarons are almond sandwich cookies; the Paris setting informed this choice where captions spelled “macaroons.” Chouquettes are small unfilled choux puffs with pearl sugar. The ending pastry identification remains an interpretation of the viewing notes.</p></article></div>","shoppingHeading":"Shop this meal on Samsung Food","displayEncoding":"string-table-v1","displayStrings":["40 ml brewed espresso","100 ml whole milk","Brew 1 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Warm the measured milk until steaming, about 140–150°F. Froth in equipment-sized batches or whisk briskly; do not boil.","Divide the coffee, milk and foam among 1 small cups. Serve unsweetened at the opening cue.","Equipment: Espresso machine or moka pot; frother or whisk; saucepan; 4 heatproof cups. Allergens: Milk. Make immediately before play. Foam collapses on holding; do not promise fresh foam from a long-held flask.\n\nPreparation notes: Comparable to Nespresso cappuccino; sugar omitted. For a caffeine-free milk-only cup, omit that guest’s 40 ml espresso and use 140 ml milk instead, updating shopping by +40 ml milk and −40 ml espresso per guest. Buy one suitable capsule per guest or enough coffee for the selected shot count; grounds are not an extra recipe ingredient.","1 tasting portions. 1 small unsweetened cup per guest.","2 tsp instant coffee, regular or decaf","40 ml hot water","Dissolve 2 tsp instant coffee in 40 ml hot water; divide among 1 cups.","Heat milk until steaming, then froth or whisk. Divide milk and foam evenly among the cups.","Equipment: Kettle; saucepan or microwave jug; whisk/frother; cups. Allergens: Milk. Prepare just before play, not hours ahead.\n\nPreparation notes: Uses Nescafé’s instant-coffee approach. Milk-only substitution follows the Homemade quantity rule.","80 ml brewed espresso","200 ml whole milk","Brew 2 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 2 small cups. Serve unsweetened at the opening cue.","2 tasting portions. 1 small unsweetened cup per guest.","4 tsp instant coffee, regular or decaf","80 ml hot water","Dissolve 4 tsp instant coffee in 80 ml hot water; divide among 2 cups.","120 ml brewed espresso","300 ml whole milk","Brew 3 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 3 small cups. Serve unsweetened at the opening cue.","3 tasting portions. 1 small unsweetened cup per guest.","6 tsp instant coffee, regular or decaf","120 ml hot water","Dissolve 6 tsp instant coffee in 120 ml hot water; divide among 3 cups.","160 ml brewed espresso","400 ml whole milk","Brew 4 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 4 small cups. Serve unsweetened at the opening cue.","4 tasting portions. 1 small unsweetened cup per guest.","8 tsp instant coffee, regular or decaf","160 ml hot water","Dissolve 8 tsp instant coffee in 160 ml hot water; divide among 4 cups.","200 ml brewed espresso","500 ml whole milk","Brew 5 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 5 small cups. Serve unsweetened at the opening cue.","5 tasting portions. 1 small unsweetened cup per guest.","10 tsp instant coffee, regular or decaf","200 ml hot water","Dissolve 10 tsp instant coffee in 200 ml hot water; divide among 5 cups.","240 ml brewed espresso","600 ml whole milk","Brew 6 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 6 small cups. Serve unsweetened at the opening cue.","6 tasting portions. 1 small unsweetened cup per guest.","12 tsp instant coffee, regular or decaf","240 ml hot water","Dissolve 12 tsp instant coffee in 240 ml hot water; divide among 6 cups.","280 ml brewed espresso","700 ml whole milk","Brew 7 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 7 small cups. Serve unsweetened at the opening cue.","7 tasting portions. 1 small unsweetened cup per guest.","14 tsp instant coffee, regular or decaf","280 ml hot water","Dissolve 14 tsp instant coffee in 280 ml hot water; divide among 7 cups.","320 ml brewed espresso","800 ml whole milk","Brew 8 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 8 small cups. Serve unsweetened at the opening cue.","8 tasting portions. 1 small unsweetened cup per guest.","16 tsp instant coffee, regular or decaf","320 ml hot water","Dissolve 16 tsp instant coffee in 320 ml hot water; divide among 8 cups.","360 ml brewed espresso","900 ml whole milk","Brew 9 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 9 small cups. Serve unsweetened at the opening cue.","9 tasting portions. 1 small unsweetened cup per guest.","18 tsp instant coffee, regular or decaf","360 ml hot water","Dissolve 18 tsp instant coffee in 360 ml hot water; divide among 9 cups.","400 ml brewed espresso","1000 ml whole milk","Brew 10 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 10 small cups. Serve unsweetened at the opening cue.","10 tasting portions. 1 small unsweetened cup per guest.","20 tsp instant coffee, regular or decaf","400 ml hot water","Dissolve 20 tsp instant coffee in 400 ml hot water; divide among 10 cups.","440 ml brewed espresso","1100 ml whole milk","Brew 11 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 11 small cups. Serve unsweetened at the opening cue.","11 tasting portions. 1 small unsweetened cup per guest.","22 tsp instant coffee, regular or decaf","440 ml hot water","Dissolve 22 tsp instant coffee in 440 ml hot water; divide among 11 cups.","480 ml brewed espresso","1200 ml whole milk","Brew 12 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 12 small cups. Serve unsweetened at the opening cue.","12 tasting portions. 1 small unsweetened cup per guest.","24 tsp instant coffee, regular or decaf","480 ml hot water","Dissolve 24 tsp instant coffee in 480 ml hot water; divide among 12 cups.","520 ml brewed espresso","1300 ml whole milk","Brew 13 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 13 small cups. Serve unsweetened at the opening cue.","13 tasting portions. 1 small unsweetened cup per guest.","26 tsp instant coffee, regular or decaf","520 ml hot water","Dissolve 26 tsp instant coffee in 520 ml hot water; divide among 13 cups.","560 ml brewed espresso","1400 ml whole milk","Brew 14 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 14 small cups. Serve unsweetened at the opening cue.","14 tasting portions. 1 small unsweetened cup per guest.","28 tsp instant coffee, regular or decaf","560 ml hot water","Dissolve 28 tsp instant coffee in 560 ml hot water; divide among 14 cups.","600 ml brewed espresso","1500 ml whole milk","Brew 15 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 15 small cups. Serve unsweetened at the opening cue.","15 tasting portions. 1 small unsweetened cup per guest.","30 tsp instant coffee, regular or decaf","600 ml hot water","Dissolve 30 tsp instant coffee in 600 ml hot water; divide among 15 cups.","640 ml brewed espresso","1600 ml whole milk","Brew 16 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 16 small cups. Serve unsweetened at the opening cue.","16 tasting portions. 1 small unsweetened cup per guest.","32 tsp instant coffee, regular or decaf","640 ml hot water","Dissolve 32 tsp instant coffee in 640 ml hot water; divide among 16 cups.","680 ml brewed espresso","1700 ml whole milk","Brew 17 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 17 small cups. Serve unsweetened at the opening cue.","17 tasting portions. 1 small unsweetened cup per guest.","34 tsp instant coffee, regular or decaf","680 ml hot water","Dissolve 34 tsp instant coffee in 680 ml hot water; divide among 17 cups.","720 ml brewed espresso","1800 ml whole milk","Brew 18 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 18 small cups. Serve unsweetened at the opening cue.","18 tasting portions. 1 small unsweetened cup per guest.","36 tsp instant coffee, regular or decaf","720 ml hot water","Dissolve 36 tsp instant coffee in 720 ml hot water; divide among 18 cups.","760 ml brewed espresso","1900 ml whole milk","Brew 19 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 19 small cups. Serve unsweetened at the opening cue.","19 tasting portions. 1 small unsweetened cup per guest.","38 tsp instant coffee, regular or decaf","760 ml hot water","Dissolve 38 tsp instant coffee in 760 ml hot water; divide among 19 cups.","800 ml brewed espresso","2000 ml whole milk","Brew 20 portions of 40 ml espresso using your machine or moka pot directions. Decaf works identically.","Divide the coffee, milk and foam among 20 small cups. Serve unsweetened at the opening cue.","20 tasting portions. 1 small unsweetened cup per guest.","40 tsp instant coffee, regular or decaf","800 ml hot water","Dissolve 40 tsp instant coffee in 800 ml hot water; divide among 20 cups.","2 sliced sandwich bread","80 g cooked sliced ham","40 g comté cheese","90 g cheddar cheese","7 1/2 g unsalted butter","7 1/2 g all-purpose flour","75 ml whole milk","1/4 tsp mustard powder","Heat oven to 400°F. Melt 7 1/2 g butter; stir in 7 1/2 g flour for 2 minutes. Whisk in 75 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Toast one side of each bread slice under the broiler. Keep watching.","Toast bread. Split the Comté and remaining Cheddar together. On half the slices, add a spoonful of sauce, half the cheese mixture and all the ham. Close with remaining slices, toasted sides outward.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 1 sandwiches; serve 1 halves and reserve any spare half.","Equipment: Saucepan; whisk; baking tray; oven/broiler. Allergens: Wheat, milk; mustard. Best fresh. For the before-play plan hold briefly in a 225°F oven with food at least 140°F; avoid tight wrapping that traps steam. Refrigerate any leftovers promptly; reheat to 165°F.\n\nPreparation notes: Raymond Blanc/Waitrose base, unchanged two-sandwich batch. Mustard powder replaces Dijon solely to avoid wine-containing mustard. No chives garnish. This is half a rich sandwich per guest, with meatballs later. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","1 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","1 sliced sandwich bread","40 g cooked sliced ham","30 g cheddar cheese","1/2 large eggs","1/8 tsp mustard powder","Preheat broiler; lightly toast both sides of the bread.","Beat eggs and mix with grated cheese, chopped ham and mustard. Divide over toast in a thin, even layer.","Broil 3–5 minutes, watching closely. The topping must set and reach 160°F; if browning too fast, finish at 350°F. Serve one toast per guest.","Equipment: Broiler-safe tray; bowl; thermometer. Allergens: Wheat, milk, egg; mustard. Hold briefly at least 140°F or serve promptly. Refrigerate leftovers and reheat to 165°F.\n\nPreparation notes: Good Food’s quick egg-and-cheese topping, doubled, with explicit weights and doneness added. Open-faced rather than a béchamel sandwich; not an identical photograph or method. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus. The photograph illustrates Homemade; this shortcut has a different appearance.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 1 sandwiches; serve 2 halves and reserve any spare half.","2 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","60 g cheddar cheese","1 large eggs","4 each sliced sandwich bread","160 g cooked sliced ham","80 g comté cheese","180 g cheddar cheese","15 g unsalted butter","15 g all-purpose flour","150 ml whole milk","0.5 tsp mustard powder","Heat oven to 400°F. Melt 15 g butter; stir in 15 g flour for 2 minutes. Whisk in 150 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 2 sandwiches; serve 3 halves and reserve any spare half.","3 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","3 sliced sandwich bread","120 g cooked sliced ham","1 1/2 large eggs","3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 2 sandwiches; serve 4 halves and reserve any spare half.","4 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","120 g cheddar cheese","2 each large eggs","6 sliced sandwich bread","240 g cooked sliced ham","120 g comté cheese","270 g cheddar cheese","22 1/2 g unsalted butter","22 1/2 g all-purpose flour","225 ml whole milk","3/4 tsp mustard powder","Heat oven to 400°F. Melt 22 1/2 g butter; stir in 22 1/2 g flour for 2 minutes. Whisk in 225 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 3 sandwiches; serve 5 halves and reserve any spare half.","5 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","5 sliced sandwich bread","200 g cooked sliced ham","150 g cheddar cheese","2 1/2 large eggs","5/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 3 sandwiches; serve 6 halves and reserve any spare half.","6 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","3 large eggs","8 sliced sandwich bread","320 g cooked sliced ham","160 g comté cheese","360 g cheddar cheese","30 g unsalted butter","30 g all-purpose flour","1 tsp mustard powder","Heat oven to 400°F. Melt 30 g butter; stir in 30 g flour for 2 minutes. Whisk in 300 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 4 sandwiches; serve 7 halves and reserve any spare half.","7 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","7 sliced sandwich bread","280 g cooked sliced ham","210 g cheddar cheese","3 1/2 large eggs","7/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 4 sandwiches; serve 8 halves and reserve any spare half.","8 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","240 g cheddar cheese","4 large eggs","10 sliced sandwich bread","400 g cooked sliced ham","200 g comté cheese","450 g cheddar cheese","37 1/2 g unsalted butter","37 1/2 g all-purpose flour","375 ml whole milk","1 1/4 tsp mustard powder","Heat oven to 400°F. Melt 37 1/2 g butter; stir in 37 1/2 g flour for 2 minutes. Whisk in 375 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 5 sandwiches; serve 9 halves and reserve any spare half.","9 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","9 sliced sandwich bread","360 g cooked sliced ham","4 1/2 large eggs","1 1/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 5 sandwiches; serve 10 halves and reserve any spare half.","10 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","300 g cheddar cheese","5 large eggs","12 sliced sandwich bread","480 g cooked sliced ham","240 g comté cheese","540 g cheddar cheese","45 g unsalted butter","45 g all-purpose flour","450 ml whole milk","1 1/2 tsp mustard powder","Heat oven to 400°F. Melt 45 g butter; stir in 45 g flour for 2 minutes. Whisk in 450 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 6 sandwiches; serve 11 halves and reserve any spare half.","11 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","11 sliced sandwich bread","440 g cooked sliced ham","330 g cheddar cheese","5 1/2 large eggs","1 3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 6 sandwiches; serve 12 halves and reserve any spare half.","12 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","6 large eggs","14 sliced sandwich bread","560 g cooked sliced ham","280 g comté cheese","630 g cheddar cheese","52 1/2 g unsalted butter","52 1/2 g all-purpose flour","525 ml whole milk","1 3/4 tsp mustard powder","Heat oven to 400°F. Melt 52 1/2 g butter; stir in 52 1/2 g flour for 2 minutes. Whisk in 525 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 7 sandwiches; serve 13 halves and reserve any spare half.","13 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","13 sliced sandwich bread","520 g cooked sliced ham","390 g cheddar cheese","6 1/2 large eggs","1 5/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 7 sandwiches; serve 14 halves and reserve any spare half.","14 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","420 g cheddar cheese","7 large eggs","16 sliced sandwich bread","640 g cooked sliced ham","320 g comté cheese","720 g cheddar cheese","60 g unsalted butter","60 g all-purpose flour","2 tsp mustard powder","Heat oven to 400°F. Melt 60 g butter; stir in 60 g flour for 2 minutes. Whisk in 600 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 8 sandwiches; serve 15 halves and reserve any spare half.","15 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","15 sliced sandwich bread","600 g cooked sliced ham","7 1/2 large eggs","1 7/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 8 sandwiches; serve 16 halves and reserve any spare half.","16 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","480 g cheddar cheese","8 large eggs","18 sliced sandwich bread","720 g cooked sliced ham","360 g comté cheese","810 g cheddar cheese","67 1/2 g unsalted butter","67 1/2 g all-purpose flour","675 ml whole milk","2 1/4 tsp mustard powder","Heat oven to 400°F. Melt 67 1/2 g butter; stir in 67 1/2 g flour for 2 minutes. Whisk in 675 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 9 sandwiches; serve 17 halves and reserve any spare half.","17 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","17 sliced sandwich bread","680 g cooked sliced ham","510 g cheddar cheese","8 1/2 large eggs","2 1/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 9 sandwiches; serve 18 halves and reserve any spare half.","18 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","9 large eggs","20 sliced sandwich bread","800 g cooked sliced ham","400 g comté cheese","900 g cheddar cheese","75 g unsalted butter","75 g all-purpose flour","750 ml whole milk","2 1/2 tsp mustard powder","Heat oven to 400°F. Melt 75 g butter; stir in 75 g flour for 2 minutes. Whisk in 750 ml milk and simmer 1–2 minutes until thick. Add one-sixth of the measured Cheddar and all the mustard powder.","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 10 sandwiches; serve 19 halves and reserve any spare half.","19 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","19 sliced sandwich bread","760 g cooked sliced ham","570 g cheddar cheese","9 1/2 large eggs","2 3/8 tsp mustard powder","Cover with remaining sauce and cheese. Bake 20–25 minutes until golden and hot. Halve the 10 sandwiches; serve 20 halves and reserve any spare half.","20 tasting portions. 1/2 substantial sandwich (Quick prep: 1 open toast) per guest.","600 g cheddar cheese","10 large eggs","3 fresh shucked oysters","14 1/8 g unsalted butter","3 1/2 g fresh parsley","3 1/2 g fresh basil","3/4 garlic cloves","1/8 lemon","1/32 tsp table salt","1/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 3 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","Soften butter; combine with finely chopped herbs, minced garlic, zest and juice of the measured lemon, salt and pepper. Divide over oysters.","Bake at 450°F for at least 10 minutes, until fully cooked and bubbling. Serve the warm dishes on cool saucers.","Equipment: 4 shallow ovenproof dishes; tray; oven. Allergens: Molluscan shellfish, milk. Keep raw oysters refrigerated until cooking. Serve promptly; before-play holding uses the monitored hot-water bath described below. Do not serve raw.\n\nPreparation notes: Half of ECSGA/Kenji’s 24-oyster butter ratio. Oven method intentionally replaces grill/shucking steps with CDC’s shucked-oyster baking guidance. Any fresh oyster variety may be used; Angasi sourcing is not required. No shells are needed for ramekin service. Serve together with the grape juice at 00:09:20. Frozen alternative: use three frozen in-shell or half-shell oysters per guest instead of fresh. Keep frozen until the package’s thaw/cook step. If thawing is directed, thaw covered in the refrigerator overnight or longer as labeled. Follow that product’s full cooking instructions; the 450°F/10-minute method above is for shucked oysters, not validated for frozen whole-shell oysters. Do not use a live-shell tap test or shell opening alone as proof of doneness. Expand the host-plan cooking window to fit the label. Serve fully cooked.","1 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","40 g canned whole cooked oysters, drained","5 g unsalted butter","2 1/2 ml lemon juice","1/4 tsp dried parsley","1/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 40 g. Check drained yield when buying cans.","Warm butter, parsley and garlic powder in a covered skillet. Add oysters and heat gently to 165°F, about 5–8 minutes.","Add lemon juice and divide among 1 small dishes.","Equipment: Small covered skillet; thermometer; 4 small dishes. Allergens: Molluscan shellfish, milk. Serve promptly or hold at least 140°F. Refrigerate unused opened oysters immediately.\n\nPreparation notes: Canned oysters are a softer, smaller-looking shortcut, not a fresh half-shell equivalent. Buy enough cans to supply 160 g DRAINED weight; an 8 oz can’s net weight includes liquid. Check actual drained yield rather than assuming one can suffices. Serve together with the grape juice at 00:09:20. The photograph illustrates Homemade; this shortcut has a different appearance.","6 fresh shucked oysters","28 1/4 g unsalted butter","7 g fresh parsley","7 g fresh basil","1 1/2 garlic cloves","1/4 lemon","1/16 tsp table salt","1/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 6 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","2 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","80 g canned whole cooked oysters, drained","10 g unsalted butter","5 ml lemon juice","1/2 tsp dried parsley","1/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 80 g. Check drained yield when buying cans.","Add lemon juice and divide among 2 small dishes.","9 fresh shucked oysters","42 3/8 g unsalted butter","10 1/2 g fresh parsley","10 1/2 g fresh basil","2 1/4 garlic cloves","3/8 lemon","3/32 tsp table salt","3/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 9 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","3 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","120 g canned whole cooked oysters, drained","7 1/2 ml lemon juice","3/4 tsp dried parsley","3/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 120 g. Check drained yield when buying cans.","Add lemon juice and divide among 3 small dishes.","12 each fresh shucked oysters","56.5 g unsalted butter","14 g fresh parsley","14 g fresh basil","3 each garlic cloves","0.5 each lemon","0.125 tsp table salt","0.125 tsp black pepper","Heat oven to 450°F. Drain and inspect 12 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","4 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","160 g canned whole cooked oysters, drained","20 g unsalted butter","10 ml lemon juice","1 tsp dried parsley","0.25 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 160 g. Check drained yield when buying cans.","Add lemon juice and divide among 4 small dishes.","15 fresh shucked oysters","70 5/8 g unsalted butter","17 1/2 g fresh parsley","17 1/2 g fresh basil","3 3/4 garlic cloves","5/8 lemon","5/32 tsp table salt","5/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 15 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","5 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","200 g canned whole cooked oysters, drained","25 g unsalted butter","12 1/2 ml lemon juice","1 1/4 tsp dried parsley","5/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 200 g. Check drained yield when buying cans.","Add lemon juice and divide among 5 small dishes.","18 fresh shucked oysters","84 3/4 g unsalted butter","21 g fresh parsley","21 g fresh basil","4 1/2 garlic cloves","3/4 lemon","3/16 tsp table salt","3/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 18 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","6 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","240 g canned whole cooked oysters, drained","15 ml lemon juice","1 1/2 tsp dried parsley","3/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 240 g. Check drained yield when buying cans.","Add lemon juice and divide among 6 small dishes.","21 fresh shucked oysters","98 7/8 g unsalted butter","24 1/2 g fresh parsley","24 1/2 g fresh basil","5 1/4 garlic cloves","7/8 lemon","7/32 tsp table salt","7/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 21 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","7 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","280 g canned whole cooked oysters, drained","35 g unsalted butter","17 1/2 ml lemon juice","1 3/4 tsp dried parsley","7/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 280 g. Check drained yield when buying cans.","Add lemon juice and divide among 7 small dishes.","24 fresh shucked oysters","113 g unsalted butter","28 g fresh parsley","28 g fresh basil","6 garlic cloves","1 lemon","1/4 tsp table salt","1/4 tsp black pepper","Heat oven to 450°F. Drain and inspect 24 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","8 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","320 g canned whole cooked oysters, drained","40 g unsalted butter","20 ml lemon juice","2 tsp dried parsley","1/2 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 320 g. Check drained yield when buying cans.","Add lemon juice and divide among 8 small dishes.","27 fresh shucked oysters","127 1/8 g unsalted butter","31 1/2 g fresh parsley","31 1/2 g fresh basil","6 3/4 garlic cloves","1 1/8 lemon","9/32 tsp table salt","9/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 27 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","9 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","360 g canned whole cooked oysters, drained","22 1/2 ml lemon juice","2 1/4 tsp dried parsley","9/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 360 g. Check drained yield when buying cans.","Add lemon juice and divide among 9 small dishes.","30 fresh shucked oysters","141 1/4 g unsalted butter","35 g fresh parsley","35 g fresh basil","7 1/2 garlic cloves","1 1/4 lemon","5/16 tsp table salt","5/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 30 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","10 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","400 g canned whole cooked oysters, drained","50 g unsalted butter","25 ml lemon juice","2 1/2 tsp dried parsley","5/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 400 g. Check drained yield when buying cans.","Add lemon juice and divide among 10 small dishes.","33 fresh shucked oysters","155 3/8 g unsalted butter","38 1/2 g fresh parsley","38 1/2 g fresh basil","8 1/4 garlic cloves","1 3/8 lemon","11/32 tsp table salt","11/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 33 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","11 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","440 g canned whole cooked oysters, drained","55 g unsalted butter","27 1/2 ml lemon juice","2 3/4 tsp dried parsley","11/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 440 g. Check drained yield when buying cans.","Add lemon juice and divide among 11 small dishes.","36 fresh shucked oysters","169 1/2 g unsalted butter","42 g fresh parsley","42 g fresh basil","9 garlic cloves","1 1/2 lemon","3/8 tsp table salt","3/8 tsp black pepper","Heat oven to 450°F. Drain and inspect 36 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","12 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","480 g canned whole cooked oysters, drained","30 ml lemon juice","3 tsp dried parsley","3/4 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 480 g. Check drained yield when buying cans.","Add lemon juice and divide among 12 small dishes.","39 fresh shucked oysters","183 5/8 g unsalted butter","45 1/2 g fresh parsley","45 1/2 g fresh basil","9 3/4 garlic cloves","1 5/8 lemon","13/32 tsp table salt","13/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 39 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","13 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","520 g canned whole cooked oysters, drained","65 g unsalted butter","32 1/2 ml lemon juice","3 1/4 tsp dried parsley","13/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 520 g. Check drained yield when buying cans.","Add lemon juice and divide among 13 small dishes.","42 fresh shucked oysters","197 3/4 g unsalted butter","49 g fresh parsley","49 g fresh basil","10 1/2 garlic cloves","1 3/4 lemon","7/16 tsp table salt","7/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 42 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","14 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","560 g canned whole cooked oysters, drained","70 g unsalted butter","35 ml lemon juice","3 1/2 tsp dried parsley","7/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 560 g. Check drained yield when buying cans.","Add lemon juice and divide among 14 small dishes.","45 fresh shucked oysters","211 7/8 g unsalted butter","52 1/2 g fresh parsley","52 1/2 g fresh basil","11 1/4 garlic cloves","1 7/8 lemon","15/32 tsp table salt","15/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 45 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","15 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","600 g canned whole cooked oysters, drained","37 1/2 ml lemon juice","3 3/4 tsp dried parsley","15/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 600 g. Check drained yield when buying cans.","Add lemon juice and divide among 15 small dishes.","48 fresh shucked oysters","226 g unsalted butter","56 g fresh parsley","56 g fresh basil","12 garlic cloves","2 lemon","1/2 tsp table salt","1/2 tsp black pepper","Heat oven to 450°F. Drain and inspect 48 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","16 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","640 g canned whole cooked oysters, drained","80 g unsalted butter","40 ml lemon juice","4 tsp dried parsley","1 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 640 g. Check drained yield when buying cans.","Add lemon juice and divide among 16 small dishes.","51 fresh shucked oysters","240 1/8 g unsalted butter","59 1/2 g fresh parsley","59 1/2 g fresh basil","12 3/4 garlic cloves","2 1/8 lemon","17/32 tsp table salt","17/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 51 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","17 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","680 g canned whole cooked oysters, drained","85 g unsalted butter","42 1/2 ml lemon juice","4 1/4 tsp dried parsley","1 1/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 680 g. Check drained yield when buying cans.","Add lemon juice and divide among 17 small dishes.","54 fresh shucked oysters","254 1/4 g unsalted butter","63 g fresh parsley","63 g fresh basil","13 1/2 garlic cloves","2 1/4 lemon","9/16 tsp table salt","9/16 tsp black pepper","Heat oven to 450°F. Drain and inspect 54 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","18 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","720 g canned whole cooked oysters, drained","90 g unsalted butter","45 ml lemon juice","4 1/2 tsp dried parsley","1 1/8 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 720 g. Check drained yield when buying cans.","Add lemon juice and divide among 18 small dishes.","57 fresh shucked oysters","268 3/8 g unsalted butter","66 1/2 g fresh parsley","66 1/2 g fresh basil","14 1/4 garlic cloves","2 3/8 lemon","19/32 tsp table salt","19/32 tsp black pepper","Heat oven to 450°F. Drain and inspect 57 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","19 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","760 g canned whole cooked oysters, drained","95 g unsalted butter","47 1/2 ml lemon juice","4 3/4 tsp dried parsley","1 3/16 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 760 g. Check drained yield when buying cans.","Add lemon juice and divide among 19 small dishes.","60 fresh shucked oysters","282 1/2 g unsalted butter","70 g fresh parsley","70 g fresh basil","15 garlic cloves","2 1/2 lemon","5/8 tsp table salt","5/8 tsp black pepper","Heat oven to 450°F. Drain and inspect 60 oysters for fragments; arrange three per guest in shallow ovenproof dishes.","20 tasting portions. 3 fresh oysters (Quick prep: 40 g drained) per guest.","800 g canned whole cooked oysters, drained","100 g unsalted butter","50 ml lemon juice","5 tsp dried parsley","1 1/4 tsp garlic powder","Open fully cooked canned whole oysters in water, not raw or smoked. Gently rinse, drain and weigh 800 g. Check drained yield when buying cans.","Add lemon juice and divide among 20 small dishes.","60 ml 100% white grape juice","60 ml plain sparkling water","Chill juice and sparkling water.","At the invitation cue, gently combine equal amounts, or pour 60 ml of each directly into each glass.","Serve 120 ml per guest with the oysters. Do not add syrup or sugar.","Equipment: Measuring jug; 4 small glasses. Allergens: Check juice label for sulfites. Keep components chilled and sealed; mix only when serving so bubbles last.\n\nPreparation notes: An original simple juice-and-seltzer assembly informed by Welch’s white grape products, not a claim of a publisher-authored recipe. It remains a grape-juice drink and is not fermented.","1 tasting portions. 120 ml per guest.","120 ml bottled non-alcoholic sparkling white grape juice","Chill the sealed bottle.","Open at the combined oyster course and pour 120 ml into each of 1 small glasses. Refrigerate the remainder.","Equipment: 4 small glasses; measuring jug. Allergens: Check chosen label. Keep sealed until service; do not pour before the movie.\n\nPreparation notes: Use Welch’s 100% White Grape Juice Sparkling, or its clearly non-alcoholic juice cocktail. One verified 25.4 fl oz bottle provides about 750 ml, more than the 480 ml served. No wine or dealcoholized wine.","120 ml 100% white grape juice","120 ml plain sparkling water","2 tasting portions. 120 ml per guest.","240 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 2 small glasses. Refrigerate the remainder.","180 ml 100% white grape juice","180 ml plain sparkling water","3 tasting portions. 120 ml per guest.","360 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 3 small glasses. Refrigerate the remainder.","240 ml 100% white grape juice","240 ml plain sparkling water","4 tasting portions. 120 ml per guest.","480 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 4 small glasses. Refrigerate the remainder.","300 ml 100% white grape juice","300 ml plain sparkling water","5 tasting portions. 120 ml per guest.","600 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 5 small glasses. Refrigerate the remainder.","360 ml 100% white grape juice","360 ml plain sparkling water","6 tasting portions. 120 ml per guest.","720 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 6 small glasses. Refrigerate the remainder.","420 ml 100% white grape juice","420 ml plain sparkling water","7 tasting portions. 120 ml per guest.","840 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 7 small glasses. Refrigerate the remainder.","480 ml 100% white grape juice","480 ml plain sparkling water","8 tasting portions. 120 ml per guest.","960 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 8 small glasses. Refrigerate the remainder.","540 ml 100% white grape juice","540 ml plain sparkling water","9 tasting portions. 120 ml per guest.","1080 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 9 small glasses. Refrigerate the remainder.","600 ml 100% white grape juice","600 ml plain sparkling water","10 tasting portions. 120 ml per guest.","1200 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 10 small glasses. Refrigerate the remainder.","660 ml 100% white grape juice","660 ml plain sparkling water","11 tasting portions. 120 ml per guest.","1320 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 11 small glasses. Refrigerate the remainder.","720 ml 100% white grape juice","720 ml plain sparkling water","12 tasting portions. 120 ml per guest.","1440 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 12 small glasses. Refrigerate the remainder.","780 ml 100% white grape juice","780 ml plain sparkling water","13 tasting portions. 120 ml per guest.","1560 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 13 small glasses. Refrigerate the remainder.","840 ml 100% white grape juice","840 ml plain sparkling water","14 tasting portions. 120 ml per guest.","1680 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 14 small glasses. Refrigerate the remainder.","900 ml 100% white grape juice","900 ml plain sparkling water","15 tasting portions. 120 ml per guest.","1800 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 15 small glasses. Refrigerate the remainder.","960 ml 100% white grape juice","960 ml plain sparkling water","16 tasting portions. 120 ml per guest.","1920 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 16 small glasses. Refrigerate the remainder.","1020 ml 100% white grape juice","1020 ml plain sparkling water","17 tasting portions. 120 ml per guest.","2040 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 17 small glasses. Refrigerate the remainder.","1080 ml 100% white grape juice","1080 ml plain sparkling water","18 tasting portions. 120 ml per guest.","2160 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 18 small glasses. Refrigerate the remainder.","1140 ml 100% white grape juice","1140 ml plain sparkling water","19 tasting portions. 120 ml per guest.","2280 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 19 small glasses. Refrigerate the remainder.","1200 ml 100% white grape juice","1200 ml plain sparkling water","20 tasting portions. 120 ml per guest.","2400 ml bottled non-alcoholic sparkling white grape juice","Open at the combined oyster course and pour 120 ml into each of 20 small glasses. Refrigerate the remainder.","125 g ground beef","1/4 cup crustless white bread, diced","30 g onion, grated with juice","1/4 large eggs","3 3/4 g fresh parsley","1 garlic cloves","6 1/4 g parmesan cheese","9 3/8 ml olive oil","27 1/2 g onion, finely chopped","175 g tomato passata","30 ml water","3/4 tsp dried Italian herbs","1/4 tsp smoked paprika","1/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 5 equal balls.","Brown in three-fifths of the measured oil, in uncrowded batches; remove.","Add the remaining oil, chopped onion and garlic; soften 2–3 minutes. Add passata, water, herbs, paprika, chili and remaining salt.","Return meatballs; simmer gently 10–15 minutes, turning, until centers reach 160°F. Serve five per guest with sauce.","Equipment: Large skillet with lid; bowl; grater; thermometer. Allergens: Wheat, milk, egg. Cook ahead and refrigerate in shallow containers; reheat to 165°F. Hold hot at least 140°F. Do not use a slow cooker to reheat cold meatballs.\n\nPreparation notes: RecipeTin Eats base uses its permitted all-beef option. Preserve bread/onion/egg ratio; add smoked paprika and reduce chili to 1/8 tsp across the batch. No sugary glaze or pasta. Optional extra chili is separate at the table. For fractional savory eggs, beat and weigh 50 g beaten egg per large egg; shop for whole eggs and reserve surplus.","1 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","125 g fully cooked frozen meatballs","125 g no-added-sugar marinara sauce","15 ml water","Combine marinara, water, paprika and chili in a saucepan. Add frozen fully cooked meatballs.","Cover and simmer gently 20–25 minutes, stirring, or follow the actual package’s longer instructions. Verify 165°F throughout.","Divide 125 g cooked meatballs and their sauce among 1 servings. Offer extra chili separately.","Equipment: Covered saucepan; thermometer. Allergens: Commonly wheat, milk, egg and soy; check package. Hold at least 140°F until the explosion cue. Refrigerate leftovers promptly.\n\nPreparation notes: Rosina’s sauce-heating method is the reference. Meatball sizes vary: divide 500 g rather than assuming the homemade count. Check both meatball and sauce labels for wine or spirits.","250 g ground beef","1/2 cup crustless white bread, diced","60 g onion, grated with juice","7 1/2 g fresh parsley","2 garlic cloves","12 1/2 g parmesan cheese","1/8 tsp black pepper","18 3/4 ml olive oil","55 g onion, finely chopped","350 g tomato passata","60 ml water","1 1/2 tsp dried Italian herbs","1/2 tsp smoked paprika","1/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 10 equal balls.","2 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","250 g fully cooked frozen meatballs","250 g no-added-sugar marinara sauce","Divide 250 g cooked meatballs and their sauce among 2 servings. Offer extra chili separately.","375 g ground beef","3/4 cup crustless white bread, diced","90 g onion, grated with juice","3/4 large eggs","11 1/4 g fresh parsley","3 garlic cloves","18 3/4 g parmesan cheese","21/32 tsp table salt","28 1/8 ml olive oil","82 1/2 g onion, finely chopped","525 g tomato passata","90 ml water","2 1/4 tsp dried Italian herbs","3/4 tsp smoked paprika","3/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 15 equal balls.","3 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","375 g fully cooked frozen meatballs","375 g no-added-sugar marinara sauce","45 ml water","Divide 375 g cooked meatballs and their sauce among 3 servings. Offer extra chili separately.","500 g ground beef","1 cup crustless white bread, diced","120 g onion, grated with juice","1 each large eggs","15 g fresh parsley","4 each garlic cloves","25 g parmesan cheese","0.875 tsp table salt","0.25 tsp black pepper","37.5 ml olive oil","110 g onion, finely chopped","700 g tomato passata","120 ml water","3 tsp dried Italian herbs","1 tsp smoked paprika","0.125 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 20 equal balls.","4 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","500 g fully cooked frozen meatballs","500 g no-added-sugar marinara sauce","Divide 500 g cooked meatballs and their sauce among 4 servings. Offer extra chili separately.","625 g ground beef","1 1/4 cups crustless white bread, diced","150 g onion, grated with juice","1 1/4 large eggs","18 3/4 g fresh parsley","5 garlic cloves","31 1/4 g parmesan cheese","1 3/32 tsp table salt","46 7/8 ml olive oil","137 1/2 g onion, finely chopped","875 g tomato passata","150 ml water","3 3/4 tsp dried Italian herbs","1 1/4 tsp smoked paprika","5/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 25 equal balls.","5 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","625 g fully cooked frozen meatballs","625 g no-added-sugar marinara sauce","75 ml water","Divide 625 g cooked meatballs and their sauce among 5 servings. Offer extra chili separately.","750 g ground beef","1 1/2 cups crustless white bread, diced","180 g onion, grated with juice","22 1/2 g fresh parsley","37 1/2 g parmesan cheese","1 5/16 tsp table salt","56 1/4 ml olive oil","165 g onion, finely chopped","1050 g tomato passata","180 ml water","4 1/2 tsp dried Italian herbs","1 1/2 tsp smoked paprika","3/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 30 equal balls.","6 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","750 g fully cooked frozen meatballs","750 g no-added-sugar marinara sauce","Divide 750 g cooked meatballs and their sauce among 6 servings. Offer extra chili separately.","875 g ground beef","1 3/4 cups crustless white bread, diced","210 g onion, grated with juice","1 3/4 large eggs","26 1/4 g fresh parsley","7 garlic cloves","43 3/4 g parmesan cheese","1 17/32 tsp table salt","65 5/8 ml olive oil","192 1/2 g onion, finely chopped","1225 g tomato passata","210 ml water","5 1/4 tsp dried Italian herbs","1 3/4 tsp smoked paprika","7/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 35 equal balls.","7 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","875 g fully cooked frozen meatballs","875 g no-added-sugar marinara sauce","105 ml water","Divide 875 g cooked meatballs and their sauce among 7 servings. Offer extra chili separately.","1000 g ground beef","2 cups crustless white bread, diced","240 g onion, grated with juice","2 large eggs","30 g fresh parsley","8 garlic cloves","50 g parmesan cheese","1 3/4 tsp table salt","75 ml olive oil","220 g onion, finely chopped","1400 g tomato passata","240 ml water","6 tsp dried Italian herbs","2 tsp smoked paprika","1/4 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 40 equal balls.","8 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1000 g fully cooked frozen meatballs","1000 g no-added-sugar marinara sauce","Divide 1000 g cooked meatballs and their sauce among 8 servings. Offer extra chili separately.","1125 g ground beef","2 1/4 cups crustless white bread, diced","270 g onion, grated with juice","2 1/4 large eggs","33 3/4 g fresh parsley","56 1/4 g parmesan cheese","1 31/32 tsp table salt","84 3/8 ml olive oil","247 1/2 g onion, finely chopped","1575 g tomato passata","270 ml water","6 3/4 tsp dried Italian herbs","2 1/4 tsp smoked paprika","9/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 45 equal balls.","9 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1125 g fully cooked frozen meatballs","1125 g no-added-sugar marinara sauce","135 ml water","Divide 1125 g cooked meatballs and their sauce among 9 servings. Offer extra chili separately.","1250 g ground beef","2 1/2 cups crustless white bread, diced","300 g onion, grated with juice","37 1/2 g fresh parsley","10 garlic cloves","62 1/2 g parmesan cheese","2 3/16 tsp table salt","93 3/4 ml olive oil","275 g onion, finely chopped","1750 g tomato passata","300 ml water","7 1/2 tsp dried Italian herbs","2 1/2 tsp smoked paprika","5/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 50 equal balls.","10 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1250 g fully cooked frozen meatballs","1250 g no-added-sugar marinara sauce","Divide 1250 g cooked meatballs and their sauce among 10 servings. Offer extra chili separately.","1375 g ground beef","2 3/4 cups crustless white bread, diced","330 g onion, grated with juice","2 3/4 large eggs","41 1/4 g fresh parsley","11 garlic cloves","68 3/4 g parmesan cheese","2 13/32 tsp table salt","11/16 tsp black pepper","103 1/8 ml olive oil","302 1/2 g onion, finely chopped","1925 g tomato passata","330 ml water","8 1/4 tsp dried Italian herbs","2 3/4 tsp smoked paprika","11/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 55 equal balls.","11 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1375 g fully cooked frozen meatballs","1375 g no-added-sugar marinara sauce","165 ml water","Divide 1375 g cooked meatballs and their sauce among 11 servings. Offer extra chili separately.","1500 g ground beef","3 cups crustless white bread, diced","360 g onion, grated with juice","45 g fresh parsley","75 g parmesan cheese","2 5/8 tsp table salt","3/4 tsp black pepper","112 1/2 ml olive oil","330 g onion, finely chopped","2100 g tomato passata","360 ml water","9 tsp dried Italian herbs","3 tsp smoked paprika","3/8 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 60 equal balls.","12 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1500 g fully cooked frozen meatballs","1500 g no-added-sugar marinara sauce","Divide 1500 g cooked meatballs and their sauce among 12 servings. Offer extra chili separately.","1625 g ground beef","3 1/4 cups crustless white bread, diced","390 g onion, grated with juice","3 1/4 large eggs","48 3/4 g fresh parsley","13 garlic cloves","81 1/4 g parmesan cheese","2 27/32 tsp table salt","13/16 tsp black pepper","121 7/8 ml olive oil","357 1/2 g onion, finely chopped","2275 g tomato passata","390 ml water","9 3/4 tsp dried Italian herbs","3 1/4 tsp smoked paprika","13/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 65 equal balls.","13 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1625 g fully cooked frozen meatballs","1625 g no-added-sugar marinara sauce","195 ml water","Divide 1625 g cooked meatballs and their sauce among 13 servings. Offer extra chili separately.","1750 g ground beef","3 1/2 cups crustless white bread, diced","420 g onion, grated with juice","14 garlic cloves","87 1/2 g parmesan cheese","3 1/16 tsp table salt","7/8 tsp black pepper","131 1/4 ml olive oil","385 g onion, finely chopped","2450 g tomato passata","420 ml water","10 1/2 tsp dried Italian herbs","3 1/2 tsp smoked paprika","7/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 70 equal balls.","14 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1750 g fully cooked frozen meatballs","1750 g no-added-sugar marinara sauce","Divide 1750 g cooked meatballs and their sauce among 14 servings. Offer extra chili separately.","1875 g ground beef","3 3/4 cups crustless white bread, diced","450 g onion, grated with juice","3 3/4 large eggs","56 1/4 g fresh parsley","93 3/4 g parmesan cheese","3 9/32 tsp table salt","15/16 tsp black pepper","140 5/8 ml olive oil","412 1/2 g onion, finely chopped","2625 g tomato passata","450 ml water","11 1/4 tsp dried Italian herbs","3 3/4 tsp smoked paprika","15/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 75 equal balls.","15 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","1875 g fully cooked frozen meatballs","1875 g no-added-sugar marinara sauce","225 ml water","Divide 1875 g cooked meatballs and their sauce among 15 servings. Offer extra chili separately.","2000 g ground beef","4 cups crustless white bread, diced","480 g onion, grated with juice","60 g fresh parsley","16 garlic cloves","100 g parmesan cheese","3 1/2 tsp table salt","1 tsp black pepper","150 ml olive oil","440 g onion, finely chopped","2800 g tomato passata","480 ml water","12 tsp dried Italian herbs","4 tsp smoked paprika","1/2 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 80 equal balls.","16 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2000 g fully cooked frozen meatballs","2000 g no-added-sugar marinara sauce","Divide 2000 g cooked meatballs and their sauce among 16 servings. Offer extra chili separately.","2125 g ground beef","4 1/4 cups crustless white bread, diced","510 g onion, grated with juice","4 1/4 large eggs","63 3/4 g fresh parsley","17 garlic cloves","106 1/4 g parmesan cheese","3 23/32 tsp table salt","1 1/16 tsp black pepper","159 3/8 ml olive oil","467 1/2 g onion, finely chopped","2975 g tomato passata","510 ml water","12 3/4 tsp dried Italian herbs","4 1/4 tsp smoked paprika","17/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 85 equal balls.","17 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2125 g fully cooked frozen meatballs","2125 g no-added-sugar marinara sauce","255 ml water","Divide 2125 g cooked meatballs and their sauce among 17 servings. Offer extra chili separately.","2250 g ground beef","4 1/2 cups crustless white bread, diced","540 g onion, grated with juice","67 1/2 g fresh parsley","18 garlic cloves","112 1/2 g parmesan cheese","3 15/16 tsp table salt","1 1/8 tsp black pepper","168 3/4 ml olive oil","495 g onion, finely chopped","3150 g tomato passata","540 ml water","13 1/2 tsp dried Italian herbs","4 1/2 tsp smoked paprika","9/16 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 90 equal balls.","18 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2250 g fully cooked frozen meatballs","2250 g no-added-sugar marinara sauce","Divide 2250 g cooked meatballs and their sauce among 18 servings. Offer extra chili separately.","2375 g ground beef","4 3/4 cups crustless white bread, diced","570 g onion, grated with juice","4 3/4 large eggs","71 1/4 g fresh parsley","19 garlic cloves","118 3/4 g parmesan cheese","4 5/32 tsp table salt","1 3/16 tsp black pepper","178 1/8 ml olive oil","522 1/2 g onion, finely chopped","3325 g tomato passata","570 ml water","14 1/4 tsp dried Italian herbs","4 3/4 tsp smoked paprika","19/32 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 95 equal balls.","19 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2375 g fully cooked frozen meatballs","2375 g no-added-sugar marinara sauce","285 ml water","Divide 2375 g cooked meatballs and their sauce among 19 servings. Offer extra chili separately.","2500 g ground beef","5 cups crustless white bread, diced","600 g onion, grated with juice","75 g fresh parsley","20 garlic cloves","125 g parmesan cheese","4 3/8 tsp table salt","1 1/4 tsp black pepper","187 1/2 ml olive oil","550 g onion, finely chopped","3500 g tomato passata","600 ml water","15 tsp dried Italian herbs","5 tsp smoked paprika","5/8 tsp chili flakes","Soak bread in grated onion for 5 minutes. Mix with beef, measured egg, parsley, half the garlic, Parmesan, three-sevenths of the salt and all the pepper. Shape 100 equal balls.","20 tasting portions. 5 Homemade meatballs (Quick prep: 125 g), with sauce per guest.","2500 g fully cooked frozen meatballs","2500 g no-added-sugar marinara sauce","Divide 2500 g cooked meatballs and their sauce among 20 servings. Offer extra chili separately.","50 g eggplant, trimmed","31 1/4 g zucchini, trimmed","18 3/4 g bell pepper, trimmed","18 3/4 g onion, sliced","1/2 garlic cloves","7 1/2 ml olive oil","25 g fresh tomato","99 1/4 g crushed tomatoes","15/16 ml lemon juice","1 1/4 g fresh basil","Cut eggplant into 3/4-inch pieces and other vegetables into smaller chunks. Toss eggplant, zucchini, pepper and onion with half the oil and two-thirds of the salt.","Brown in two batches with remaining oil, about 5 minutes each; transfer to a bowl.","Briefly cook minced garlic; add fresh tomato, crushed tomatoes, vegetables and remaining salt. Simmer about 30 minutes, stirring, until tender; extend 5–10 minutes if watery.","Stir in lemon juice and basil. Serve 150–180 g per guest; reserve surplus.","Equipment: Wide sauté pan; bowl; knife. Allergens: No major common allergens inherent; check labels. Good made a day ahead. Chill promptly; reheat to 165°F and hold at least 140°F until the cue.\n\nPreparation notes: Half-batch adaptation of A Couple Cooks, using practical trimmed weights and table-salt conversion. Optional pistou omitted. This is a rustic stew, not a claim to recreate the Pixar plated spiral.","1 tasting portions. 150–180 g vegetables per guest.","50 g pre-cut eggplant","31 1/4 g pre-cut zucchini","18 3/4 g pre-cut bell pepper","18 3/4 g pre-cut onion","3 3/4 ml olive oil","99 1/4 g no-added-sugar marinara sauce","1/4 tsp dried Italian herbs","Use small, roughly 1 cm vegetable cubes. Heat oil in a wide skillet and cook vegetables 5 minutes.","Add marinara, water and herbs. Cover and simmer 20 minutes, stirring; uncover 5 minutes to thicken.","Serve only when eggplant is fully tender; extend cooking for larger pieces. Serve 150–180 g per guest and reserve surplus.","Equipment: Wide covered skillet. Allergens: Check marinara label. Refrigerate cooked leftovers promptly. Reheat to 165°F; hold at least 140°F.\n\nPreparation notes: Bought chopped vegetables and prepared sauce remove chopping and sauce-making, not cooking. If pre-cut vegetables are unavailable, add 10 minutes prep. This version is not Instant. No wine-containing sauce.","100 g eggplant, trimmed","62 1/2 g zucchini, trimmed","37 1/2 g bell pepper, trimmed","37 1/2 g onion, sliced","15 ml olive oil","50 g fresh tomato","198 1/2 g crushed tomatoes","1 7/8 ml lemon juice","2 1/2 g fresh basil","2 tasting portions. 150–180 g vegetables per guest.","100 g pre-cut eggplant","62 1/2 g pre-cut zucchini","37 1/2 g pre-cut bell pepper","37 1/2 g pre-cut onion","198 1/2 g no-added-sugar marinara sauce","1/2 tsp dried Italian herbs","150 g eggplant, trimmed","93 3/4 g zucchini, trimmed","56 1/4 g bell pepper, trimmed","56 1/4 g onion, sliced","22 1/2 ml olive oil","75 g fresh tomato","297 3/4 g crushed tomatoes","2 13/16 ml lemon juice","3 3/4 g fresh basil","3 tasting portions. 150–180 g vegetables per guest.","150 g pre-cut eggplant","93 3/4 g pre-cut zucchini","56 1/4 g pre-cut bell pepper","56 1/4 g pre-cut onion","11 1/4 ml olive oil","297 3/4 g no-added-sugar marinara sauce","200 g eggplant, trimmed","125 g zucchini, trimmed","75 g bell pepper, trimmed","75 g onion, sliced","2 each garlic cloves","30 ml olive oil","0.375 tsp table salt","100 g fresh tomato","397 g crushed tomatoes","3.75 ml lemon juice","5 g fresh basil","4 tasting portions. 150–180 g vegetables per guest.","200 g pre-cut eggplant","125 g pre-cut zucchini","75 g pre-cut bell pepper","75 g pre-cut onion","397 g no-added-sugar marinara sauce","1 tsp dried Italian herbs","250 g eggplant, trimmed","156 1/4 g zucchini, trimmed","93 3/4 g bell pepper, trimmed","93 3/4 g onion, sliced","2 1/2 garlic cloves","37 1/2 ml olive oil","125 g fresh tomato","496 1/4 g crushed tomatoes","4 11/16 ml lemon juice","6 1/4 g fresh basil","5 tasting portions. 150–180 g vegetables per guest.","250 g pre-cut eggplant","156 1/4 g pre-cut zucchini","93 3/4 g pre-cut bell pepper","93 3/4 g pre-cut onion","496 1/4 g no-added-sugar marinara sauce","1 1/4 tsp dried Italian herbs","300 g eggplant, trimmed","187 1/2 g zucchini, trimmed","112 1/2 g bell pepper, trimmed","112 1/2 g onion, sliced","45 ml olive oil","150 g fresh tomato","595 1/2 g crushed tomatoes","5 5/8 ml lemon juice","7 1/2 g fresh basil","6 tasting portions. 150–180 g vegetables per guest.","300 g pre-cut eggplant","187 1/2 g pre-cut zucchini","112 1/2 g pre-cut bell pepper","112 1/2 g pre-cut onion","595 1/2 g no-added-sugar marinara sauce","350 g eggplant, trimmed","218 3/4 g zucchini, trimmed","131 1/4 g bell pepper, trimmed","131 1/4 g onion, sliced","3 1/2 garlic cloves","52 1/2 ml olive oil","175 g fresh tomato","694 3/4 g crushed tomatoes","6 9/16 ml lemon juice","8 3/4 g fresh basil","7 tasting portions. 150–180 g vegetables per guest.","350 g pre-cut eggplant","218 3/4 g pre-cut zucchini","131 1/4 g pre-cut bell pepper","131 1/4 g pre-cut onion","26 1/4 ml olive oil","694 3/4 g no-added-sugar marinara sauce","1 3/4 tsp dried Italian herbs","400 g eggplant, trimmed","250 g zucchini, trimmed","150 g bell pepper, trimmed","150 g onion, sliced","4 garlic cloves","60 ml olive oil","3/4 tsp table salt","200 g fresh tomato","794 g crushed tomatoes","10 g fresh basil","8 tasting portions. 150–180 g vegetables per guest.","400 g pre-cut eggplant","250 g pre-cut zucchini","150 g pre-cut bell pepper","150 g pre-cut onion","794 g no-added-sugar marinara sauce","2 tsp dried Italian herbs","450 g eggplant, trimmed","281 1/4 g zucchini, trimmed","168 3/4 g bell pepper, trimmed","168 3/4 g onion, sliced","67 1/2 ml olive oil","27/32 tsp table salt","225 g fresh tomato","893 1/4 g crushed tomatoes","8 7/16 ml lemon juice","11 1/4 g fresh basil","9 tasting portions. 150–180 g vegetables per guest.","450 g pre-cut eggplant","281 1/4 g pre-cut zucchini","168 3/4 g pre-cut bell pepper","168 3/4 g pre-cut onion","33 3/4 ml olive oil","893 1/4 g no-added-sugar marinara sauce","500 g eggplant, trimmed","312 1/2 g zucchini, trimmed","187 1/2 g bell pepper, trimmed","187 1/2 g onion, sliced","15/16 tsp table salt","250 g fresh tomato","992 1/2 g crushed tomatoes","9 3/8 ml lemon juice","12 1/2 g fresh basil","10 tasting portions. 150–180 g vegetables per guest.","500 g pre-cut eggplant","312 1/2 g pre-cut zucchini","187 1/2 g pre-cut bell pepper","187 1/2 g pre-cut onion","992 1/2 g no-added-sugar marinara sauce","2 1/2 tsp dried Italian herbs","550 g eggplant, trimmed","343 3/4 g zucchini, trimmed","206 1/4 g bell pepper, trimmed","206 1/4 g onion, sliced","5 1/2 garlic cloves","82 1/2 ml olive oil","1 1/32 tsp table salt","275 g fresh tomato","1091 3/4 g crushed tomatoes","10 5/16 ml lemon juice","13 3/4 g fresh basil","11 tasting portions. 150–180 g vegetables per guest.","550 g pre-cut eggplant","343 3/4 g pre-cut zucchini","206 1/4 g pre-cut bell pepper","206 1/4 g pre-cut onion","41 1/4 ml olive oil","1091 3/4 g no-added-sugar marinara sauce","2 3/4 tsp dried Italian herbs","600 g eggplant, trimmed","375 g zucchini, trimmed","225 g bell pepper, trimmed","225 g onion, sliced","90 ml olive oil","1 1/8 tsp table salt","300 g fresh tomato","1191 g crushed tomatoes","11 1/4 ml lemon juice","15 g fresh basil","12 tasting portions. 150–180 g vegetables per guest.","600 g pre-cut eggplant","375 g pre-cut zucchini","225 g pre-cut bell pepper","225 g pre-cut onion","1191 g no-added-sugar marinara sauce","650 g eggplant, trimmed","406 1/4 g zucchini, trimmed","243 3/4 g bell pepper, trimmed","243 3/4 g onion, sliced","6 1/2 garlic cloves","97 1/2 ml olive oil","1 7/32 tsp table salt","325 g fresh tomato","1290 1/4 g crushed tomatoes","12 3/16 ml lemon juice","16 1/4 g fresh basil","13 tasting portions. 150–180 g vegetables per guest.","650 g pre-cut eggplant","406 1/4 g pre-cut zucchini","243 3/4 g pre-cut bell pepper","243 3/4 g pre-cut onion","48 3/4 ml olive oil","1290 1/4 g no-added-sugar marinara sauce","3 1/4 tsp dried Italian herbs","700 g eggplant, trimmed","437 1/2 g zucchini, trimmed","262 1/2 g bell pepper, trimmed","262 1/2 g onion, sliced","105 ml olive oil","350 g fresh tomato","1389 1/2 g crushed tomatoes","13 1/8 ml lemon juice","14 tasting portions. 150–180 g vegetables per guest.","700 g pre-cut eggplant","437 1/2 g pre-cut zucchini","262 1/2 g pre-cut bell pepper","262 1/2 g pre-cut onion","1389 1/2 g no-added-sugar marinara sauce","3 1/2 tsp dried Italian herbs","750 g eggplant, trimmed","468 3/4 g zucchini, trimmed","281 1/4 g bell pepper, trimmed","281 1/4 g onion, sliced","1 13/32 tsp table salt","375 g fresh tomato","1488 3/4 g crushed tomatoes","14 1/16 ml lemon juice","18 3/4 g fresh basil","15 tasting portions. 150–180 g vegetables per guest.","750 g pre-cut eggplant","468 3/4 g pre-cut zucchini","281 1/4 g pre-cut bell pepper","281 1/4 g pre-cut onion","1488 3/4 g no-added-sugar marinara sauce","800 g eggplant, trimmed","500 g zucchini, trimmed","300 g bell pepper, trimmed","300 g onion, sliced","120 ml olive oil","1 1/2 tsp table salt","400 g fresh tomato","1588 g crushed tomatoes","20 g fresh basil","16 tasting portions. 150–180 g vegetables per guest.","800 g pre-cut eggplant","500 g pre-cut zucchini","300 g pre-cut bell pepper","300 g pre-cut onion","1588 g no-added-sugar marinara sauce","4 tsp dried Italian herbs","850 g eggplant, trimmed","531 1/4 g zucchini, trimmed","318 3/4 g bell pepper, trimmed","318 3/4 g onion, sliced","8 1/2 garlic cloves","127 1/2 ml olive oil","1 19/32 tsp table salt","425 g fresh tomato","1687 1/4 g crushed tomatoes","15 15/16 ml lemon juice","21 1/4 g fresh basil","17 tasting portions. 150–180 g vegetables per guest.","850 g pre-cut eggplant","531 1/4 g pre-cut zucchini","318 3/4 g pre-cut bell pepper","318 3/4 g pre-cut onion","63 3/4 ml olive oil","1687 1/4 g no-added-sugar marinara sauce","4 1/4 tsp dried Italian herbs","900 g eggplant, trimmed","562 1/2 g zucchini, trimmed","337 1/2 g bell pepper, trimmed","337 1/2 g onion, sliced","135 ml olive oil","1 11/16 tsp table salt","450 g fresh tomato","1786 1/2 g crushed tomatoes","16 7/8 ml lemon juice","22 1/2 g fresh basil","18 tasting portions. 150–180 g vegetables per guest.","900 g pre-cut eggplant","562 1/2 g pre-cut zucchini","337 1/2 g pre-cut bell pepper","337 1/2 g pre-cut onion","1786 1/2 g no-added-sugar marinara sauce","950 g eggplant, trimmed","593 3/4 g zucchini, trimmed","356 1/4 g bell pepper, trimmed","356 1/4 g onion, sliced","9 1/2 garlic cloves","142 1/2 ml olive oil","1 25/32 tsp table salt","475 g fresh tomato","1885 3/4 g crushed tomatoes","17 13/16 ml lemon juice","23 3/4 g fresh basil","19 tasting portions. 150–180 g vegetables per guest.","950 g pre-cut eggplant","593 3/4 g pre-cut zucchini","356 1/4 g pre-cut bell pepper","356 1/4 g pre-cut onion","71 1/4 ml olive oil","1885 3/4 g no-added-sugar marinara sauce","4 3/4 tsp dried Italian herbs","1000 g eggplant, trimmed","625 g zucchini, trimmed","375 g bell pepper, trimmed","375 g onion, sliced","1 7/8 tsp table salt","500 g fresh tomato","1985 g crushed tomatoes","18 3/4 ml lemon juice","25 g fresh basil","20 tasting portions. 150–180 g vegetables per guest.","1000 g pre-cut eggplant","625 g pre-cut zucchini","375 g pre-cut bell pepper","375 g pre-cut onion","1985 g no-added-sugar marinara sauce","5 tsp dried Italian herbs","75 g fresh egg whites","75 g granulated sugar","0.25 tsp cream of tartar","100 g confectioners sugar","85 g fine blanched almond flour","150 g dark chocolate, no alcohol filling","75 g heavy cream","Sift almond flour with confectioners sugar. Beat whites, granulated sugar and cream of tartar on medium 3 minutes, then medium-high 5–6 minutes to glossy medium peaks.","Fold into dry ingredients; smear and fold until batter flows in ribbons. Pipe 48 rounds, 1 3/4 inches wide, on lined trays. Tap out bubbles.","Dry 30–120 minutes until non-tacky. Bake one tray at a time at 320°F (325°F if necessary), 15–20 minutes, until set. Cool completely.","Heat cream until steaming; pour over chopped chocolate. Wait 5 minutes, stir smooth, cool until pipeable. Sandwich pairs using about 8 g filling each.","Refrigerate filled macarons airtight 24–48 hours. Set out only 1 to temper about one hour before service. Store the 23 extras.","Purchased macarons are the practical default. Equipment: Gram scale; mixer; sieve; piping bag/round tip; 2 lined trays. Allergens: Almonds, egg, milk; check chocolate. Refrigerate filled macarons; freeze extras airtight up to one month. No extra pastries are added to the serving plate.\n\nPreparation notes: KAB shell ratios unchanged; no extract or color. Ganache uses KAB’s thicker 2:1 chocolate-to-cream option, with no corn syrup or alcohol. Keep full batch for reliable mixing; do not divide into a four-cookie microbatch.","1 original batch / about 24 macarons. Serve 1; reserve 23.","1 bakery French macarons, non-alcoholic filling","Buy 1 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 1 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","Serve one per guest at the cue; keep any purchased extras put away.","Purchased macarons are the practical default. Equipment: Small covered plate. Allergens: Almonds, egg, milk; other nuts possible. Follow bakery/package refrigeration and use-by instructions.\n\nPreparation notes: Use a bakery or a labeled thaw-and-serve product such as Delizza. Actual local stock is not verified; package quantities vary. No homemade almond flour, eggs or filling ingredients belong on this shopping path.","1 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 2 to temper about one hour before service. Store the 22 extras.","1 original batch / about 24 macarons. Serve 2; reserve 22.","2 bakery French macarons, non-alcoholic filling","Buy 2 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 2 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","2 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 3 to temper about one hour before service. Store the 21 extras.","1 original batch / about 24 macarons. Serve 3; reserve 21.","3 bakery French macarons, non-alcoholic filling","Buy 3 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 3 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","3 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 4 to temper about one hour before service. Store the 20 extras.","1 original batch / about 24 macarons. Serve 4; reserve 20.","4 each bakery French macarons, non-alcoholic filling","Buy 4 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 4 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","4 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 5 to temper about one hour before service. Store the 19 extras.","1 original batch / about 24 macarons. Serve 5; reserve 19.","5 bakery French macarons, non-alcoholic filling","Buy 5 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 5 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","5 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 6 to temper about one hour before service. Store the 18 extras.","1 original batch / about 24 macarons. Serve 6; reserve 18.","6 bakery French macarons, non-alcoholic filling","Buy 6 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 6 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","6 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 7 to temper about one hour before service. Store the 17 extras.","1 original batch / about 24 macarons. Serve 7; reserve 17.","7 bakery French macarons, non-alcoholic filling","Buy 7 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 7 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","7 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 8 to temper about one hour before service. Store the 16 extras.","1 original batch / about 24 macarons. Serve 8; reserve 16.","8 bakery French macarons, non-alcoholic filling","Buy 8 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 8 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","8 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 9 to temper about one hour before service. Store the 15 extras.","1 original batch / about 24 macarons. Serve 9; reserve 15.","9 bakery French macarons, non-alcoholic filling","Buy 9 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 9 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","9 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 10 to temper about one hour before service. Store the 14 extras.","1 original batch / about 24 macarons. Serve 10; reserve 14.","10 bakery French macarons, non-alcoholic filling","Buy 10 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 10 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","10 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 11 to temper about one hour before service. Store the 13 extras.","1 original batch / about 24 macarons. Serve 11; reserve 13.","11 bakery French macarons, non-alcoholic filling","Buy 11 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 11 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","11 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 12 to temper about one hour before service. Store the 12 extras.","1 original batch / about 24 macarons. Serve 12; reserve 12.","12 bakery French macarons, non-alcoholic filling","Buy 12 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 12 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","12 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 13 to temper about one hour before service. Store the 11 extras.","1 original batch / about 24 macarons. Serve 13; reserve 11.","13 bakery French macarons, non-alcoholic filling","Buy 13 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 13 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","13 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 14 to temper about one hour before service. Store the 10 extras.","1 original batch / about 24 macarons. Serve 14; reserve 10.","14 bakery French macarons, non-alcoholic filling","Buy 14 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 14 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","14 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 15 to temper about one hour before service. Store the 9 extras.","1 original batch / about 24 macarons. Serve 15; reserve 9.","15 bakery French macarons, non-alcoholic filling","Buy 15 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 15 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","15 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 16 to temper about one hour before service. Store the 8 extras.","1 original batch / about 24 macarons. Serve 16; reserve 8.","16 bakery French macarons, non-alcoholic filling","Buy 16 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 16 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","16 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 17 to temper about one hour before service. Store the 7 extras.","1 original batch / about 24 macarons. Serve 17; reserve 7.","17 bakery French macarons, non-alcoholic filling","Buy 17 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 17 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","17 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 18 to temper about one hour before service. Store the 6 extras.","1 original batch / about 24 macarons. Serve 18; reserve 6.","18 bakery French macarons, non-alcoholic filling","Buy 18 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 18 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","18 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 19 to temper about one hour before service. Store the 5 extras.","1 original batch / about 24 macarons. Serve 19; reserve 5.","19 bakery French macarons, non-alcoholic filling","Buy 19 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 19 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","19 tasting portions. 1 filled macaron per guest.","Refrigerate filled macarons airtight 24–48 hours. Set out only 20 to temper about one hour before service. Store the 4 extras.","1 original batch / about 24 macarons. Serve 20; reserve 4.","20 bakery French macarons, non-alcoholic filling","Buy 20 French macarons with non-alcoholic filling, one per guest. Purchased macarons are the practical default; check allergens and storage directions.","Store as directed. For refrigerated bakery macarons, plate only 20 macarons and temper for about 1 hour; for Delizza frozen macarons, thaw 45 minutes refrigerated then 20 minutes at room temperature, or use the actual package directions.","20 tasting portions. 1 filled macaron per guest.","227 ml water","150 g all-purpose flour","4 each large eggs","30 g pearl sugar","Work in 1 original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Cool below 125°F. Beat in eggs one at a time, fully incorporating each.","Work in 1 original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Bake 15 minutes at 425°F, then 20–25 minutes at 350°F until golden and dry. Do not open early. Cool on a rack.","Serve 2 puffs, two per guest; freeze the 22 extras once cooled.","Equipment: Saucepan; spoon/mixer; 2 lined trays; scoop; rack. Allergens: Wheat, milk, egg. Bake on movie day; serve at room temperature. Freeze surplus once cooled. Optional re-crisp: 300–350°F for 3–5 minutes before play, then cool.\n\nPreparation notes: Full KAB choux ratio and chouquette temperature sequence retained. Topping quantified; no filling or extra sugar glaze. If oven cannot bake both trays evenly, use two sequential batches and allow another 40 minutes.","1 full batches / 24 puffs. Serve 2; reserve 22.","2 frozen mini cream puffs","For an exact match, order 2 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 2 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","Serve two per guest, with no extra drizzle or sugar.","Equipment: Covered plate; refrigerator. Allergens: Wheat, milk, egg; check package. Filled puffs stay refrigerated until service; do not heat them. Freeze the rest of the package.\n\nPreparation notes: Default shopping uses the widely practical filled-puff substitute, clearly different from authentic unfilled chouquettes. If bakery chouquettes are obtained, replace eight cream puffs with eight chouquettes, never buy both. No claim that cream puffs are the film pastry. Quick-path desserts are richer, so portions remain fixed. The photograph illustrates Homemade; this shortcut has a different appearance.","1 tasting portions. 2 miniature puffs per guest.","Serve 4 puffs, two per guest; freeze the 20 extras once cooled.","1 full batches / 24 puffs. Serve 4; reserve 20.","4 frozen mini cream puffs","For an exact match, order 4 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 4 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","2 tasting portions. 2 miniature puffs per guest.","Serve 6 puffs, two per guest; freeze the 18 extras once cooled.","1 full batches / 24 puffs. Serve 6; reserve 18.","6 frozen mini cream puffs","For an exact match, order 6 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 6 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","3 tasting portions. 2 miniature puffs per guest.","Serve 8 puffs, two per guest; freeze the 16 extras once cooled.","1 full batches / 24 puffs. Serve 8; reserve 16.","8 each frozen mini cream puffs","For an exact match, order 8 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 8 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","4 tasting portions. 2 miniature puffs per guest.","Serve 10 puffs, two per guest; freeze the 14 extras once cooled.","1 full batches / 24 puffs. Serve 10; reserve 14.","10 frozen mini cream puffs","For an exact match, order 10 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 10 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","5 tasting portions. 2 miniature puffs per guest.","Serve 12 puffs, two per guest; freeze the 12 extras once cooled.","1 full batches / 24 puffs. Serve 12; reserve 12.","12 frozen mini cream puffs","For an exact match, order 12 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 12 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","6 tasting portions. 2 miniature puffs per guest.","Serve 14 puffs, two per guest; freeze the 10 extras once cooled.","1 full batches / 24 puffs. Serve 14; reserve 10.","14 frozen mini cream puffs","For an exact match, order 14 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 14 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","7 tasting portions. 2 miniature puffs per guest.","Serve 16 puffs, two per guest; freeze the 8 extras once cooled.","1 full batches / 24 puffs. Serve 16; reserve 8.","16 frozen mini cream puffs","For an exact match, order 16 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 16 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","8 tasting portions. 2 miniature puffs per guest.","Serve 18 puffs, two per guest; freeze the 6 extras once cooled.","1 full batches / 24 puffs. Serve 18; reserve 6.","18 frozen mini cream puffs","For an exact match, order 18 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 18 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","9 tasting portions. 2 miniature puffs per guest.","Serve 20 puffs, two per guest; freeze the 4 extras once cooled.","1 full batches / 24 puffs. Serve 20; reserve 4.","20 frozen mini cream puffs","For an exact match, order 20 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 20 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","10 tasting portions. 2 miniature puffs per guest.","Serve 22 puffs, two per guest; freeze the 2 extras once cooled.","1 full batches / 24 puffs. Serve 22; reserve 2.","22 frozen mini cream puffs","For an exact match, order 22 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 22 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","11 tasting portions. 2 miniature puffs per guest.","Serve 24 puffs, two per guest; freeze the 0 extras once cooled.","1 full batches / 24 puffs. Serve 24; reserve 0.","24 frozen mini cream puffs","For an exact match, order 24 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 24 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","12 tasting portions. 2 miniature puffs per guest.","454 ml water","300 g all-purpose flour","60 g pearl sugar","Work in 2 original batches, dividing the ingredient totals evenly before starting. Per batch, heat oven to 425°F. Boil 227 ml water, 113 g butter and 3/8 tsp salt. Off heat stir in 150 g flour; return to medium heat, stirring until smooth and steaming, under a minute.","Work in 2 original batches of 24 puffs. Scoop 24 mounds per batch onto two lined trays, 2 inches apart. Add the measured pearl sugar.","Serve 26 puffs, two per guest; freeze the 22 extras once cooled.","2 full batches / 48 puffs. Serve 26; reserve 22.","26 frozen mini cream puffs","For an exact match, order 26 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 26 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","13 tasting portions. 2 miniature puffs per guest.","Serve 28 puffs, two per guest; freeze the 20 extras once cooled.","2 full batches / 48 puffs. Serve 28; reserve 20.","28 frozen mini cream puffs","For an exact match, order 28 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 28 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","14 tasting portions. 2 miniature puffs per guest.","Serve 30 puffs, two per guest; freeze the 18 extras once cooled.","2 full batches / 48 puffs. Serve 30; reserve 18.","30 frozen mini cream puffs","For an exact match, order 30 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 30 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","15 tasting portions. 2 miniature puffs per guest.","Serve 32 puffs, two per guest; freeze the 16 extras once cooled.","2 full batches / 48 puffs. Serve 32; reserve 16.","32 frozen mini cream puffs","For an exact match, order 32 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 32 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","16 tasting portions. 2 miniature puffs per guest.","Serve 34 puffs, two per guest; freeze the 14 extras once cooled.","2 full batches / 48 puffs. Serve 34; reserve 14.","34 frozen mini cream puffs","For an exact match, order 34 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 34 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","17 tasting portions. 2 miniature puffs per guest.","Serve 36 puffs, two per guest; freeze the 12 extras once cooled.","2 full batches / 48 puffs. Serve 36; reserve 12.","36 frozen mini cream puffs","For an exact match, order 36 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 36 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","18 tasting portions. 2 miniature puffs per guest.","Serve 38 puffs, two per guest; freeze the 10 extras once cooled.","2 full batches / 48 puffs. Serve 38; reserve 10.","38 frozen mini cream puffs","For an exact match, order 38 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 38 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","19 tasting portions. 2 miniature puffs per guest.","Serve 40 puffs, two per guest; freeze the 8 extras once cooled.","2 full batches / 48 puffs. Serve 40; reserve 8.","40 frozen mini cream puffs","For an exact match, order 40 unfilled pearl-sugar chouquettes and store as directed. Buy these instead of cream puffs.","Otherwise thaw 40 frozen mini cream puffs, covered in the refrigerator for 1–2 hours or as the package directs. This approved fallback is filled and differs from authentic chouquettes.","20 tasting portions. 2 miniature puffs per 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iWphlPSTJWNeh+C2z3FGp2zxI0CxEtli6qVUz475nQuhsD7K1KaWj0q4diykMrJnfngpzEsNw/qAiF4Bg6vB8fze2wW/39HB6rhPRLvgFcYpZ64NSahLlC1UyuCHAvIxet1iKfMZR19KVT/Xj97rESwK01NK+tEyws3vYv5V9KjzxEwIp7BvBdqHsGiNsRBOiadl+VKyLGYH/hSbnpJQLlFkBjbDDqAZpKV8ZA/FNaLrASCre7vaq1ULOFDMOJw4znr0tAyhXHYpBLZOAY8ek4g/4v/omOpttSV1kGSyzPOO50Ezgvb5T3Ywl75c6Q01RznkuRXDvX+4ORfKOk9jzaRk97hDSudIFufIG5LnVL5G159iPbWErSp5yd8QifBcXwKjpaCnelVc8oNTZeSedrqWWxFlyVmcfZCr8TKWzdQp/0hjV2uZEmNIaboyeaqaWV/eSqBJ8I7aTzvshFqgiC44OQPG2+HgU/wISScwLhJxTpNRAbmKSAhpsOsUjlCyOPXSf/+6V1f+mnyJYC/JUkH4Eenw7uTLU7FI5NI+Ozj/SBUE0l0Bou/esCvzcfGMOkV//vB5GFY/+m1iiI9jQHOK59SJ3YlRIMxGo9I1yByqBK0kIkoORKvLmme4dvruHBdEx/h0wm9ee4+1XI2blljEQQb1VY4D2M8YeZritzgqoU1sdViJUxq1Mw/p33cXqywKkNfyWfptzjRDfwNjMTZ3RWWjU49W7mXOCJgBM1PuldVwFNh9XfGS10qdumeeX7jrj8I6qjgcnmgXU7e5GIc9G7NmyKrBJ1DR5D/ct1meIaNq4rZGBRma5bJ0cPW6rmJaW4EEt+LrfR7fpjrJSaAyXmN3cL/Era4KS8EMfuPkRFycah2M9cP4nilzwsdobKOwdCjO+YoY0PyiGcqTwkINApZypQEnvb4LvK/xBWuHcBYJ9KYiE8gZoO5LFtyXCNPJ8HVf4z9ds8JaUuZ9t1C7u6v83rTlinu5652q+jDafYN8NvU/hPPl/UwPkL+71nzFEzYTeEAjFZWkZDPdQvkQSCzGdwuOUsTX3njjj8azTiOv5+q6IfUIPd6YFWrTrASgUGiXMkNLwyY2wLzQwIseGC5F4YLeSpzwexUZVWj9/xrE53UF8KOW43FonJRluJDnqTcYn8Vsp5AA7aau4CKMB+dxSz/mDhwbbpHcu9nU+PVefGxIhAAxBKIk3qubyG+eAgPeqTDsZhKaoXOdS1vnQ5c5J6mVrZgGxtX8vU8Lwhwi/EzZGRaqmLqTdZqe3GSB0gmBgBxA0wXRvZRVvPCtyMtrvnoOVsMSkRW+YU7UFhW1BKmn5Zw1vtuoHZY9xkjnZwx4ALzPWgGKJIZVysKZjhC6p2SWBvG8xXuwmlPbqn+AhmHkPfLeDnIdEVTbCGb8MfDy505bJDTxObfHrBoI6afqpCn2mx9ezWXGhCyL7nLdpAsWice/NrvCVwrXESvBwbyprMyAhlBAFEQlblNH8gxNt0BAKy1r2XrBl80MxZLgAwliQr3qYGY6r/UeAhgw9xJ7xfYShSpz0u7VH37aKoljlC0oMCac2Rlqparyv6iNBFRbtmx/g6EsFJ1YEz/N/xdfOUfxRqUxHIFdNCbXvePu7QZlZpruiHCIHywU8LJQ6JFmTtVJLdXTHGm5sM2xN1K6BVzWgA4ra+QjuyP7Ks6s3mQBj/iiE4OQm1PAzXjItOc+oLk1TFjizQ4MEK83N+mWCC8+PRA2NXBI8LIp/ajlTQCk1TwA9pnfakOPgdr/tlesWQyuCNlk17dCj+BqhJHYLsAyMRJg4SpPwF4h6Jsq60gUWYnFgmBQEoPrM1LXxd/uWhgUXWpNSLb8ia//gstrdhyAQDqd9iG/UrK3ZxooEgjc93jYPub3p28gYPD2+usA4rSzsyjrLiBM7rWdN/iPYGxwKhSYFuX499VZI2Y7m6V5ThxgrfRzjaPrio6g/qkF7tFFMbpHv0ZdANv5hbTI9lU6sK2UA44C00xgNuMZuThj132nEZMBrBQd4bg7jD9YnwJqOEhOK997A5QXaxr26tObGDbKE8yZRi5XNf0rPdHenshujF9DeTsCKFaA3IynzpxaUWeBiJ8b+XVNXuFU15arN6X34bNDtKC3ph8/nczhx4hoEYTP767hytfZYJyho2ui0Gn398+0Btnbxe//gtcf/S12b440KBXUsszXYKcGuc7eTe+cFH6AGktn/jrQPLONoO7vB4if4W/gCuTQhpYPQ2KI3AKKznsO4raVZtL4rcv9ibzm8ZzD3Phs34fYzSMwR0zDLSWeZ1fMPtc1z9w7CpOsQBaT+qyOqNhRYqkMyhc9J6PLE/PMZns/tFhAWsfe48McxYOI2f/Lr91UyPbHrrelBsHEiXHE8mjk9D5EnUE0fTYrYXUz3OV8lYYbGwBhtJ57rAv3Fbvs9saFYj/l3W4kYfDNeKglrUartz2y13hqZQOZW/ZgredKZhzUCzpIB0PdL+WknRKygv5Jz76Q4MdtfM9WwJTQqxsmM/ZvZ/X8AX/6i3RGh1pSZnDnULAoyyItDr3r9FnWayuRxuOcllL4ZskHSJQ1O0xYHR+M6KX4LsxOyMs58RvFjp/OU1jXGjvbmVz6itrG1/JCbENAzxVMQjw316k+d2P0pL8dFhSvC0jaNEUFX8JHTqmR/FlBfjIeuxBtc0fio9NimZKxzdTUzUccyl6vYZrmucMUu4BPvLN1j4sWVYlHE9Yqi55W9Kz4436p7QP8h3vWYZxvbAYTIm/Otypw+wLKSReUQdvt+y2bbIAxRPGOIvZorYcr9RLivutp5oF2Wv3LQMqbodX6wylILqqVTrCwAy1EA2IGdUBSpQl/EI1CAGbck1vJIuCZ8kJQgrGsFWvuYwUtlY8iMzAsUgA07ReHcKWqo8J4OYlOQZElOqH/g5E3wnA0sVPj78DW7wmv0eNehtKnemilSKrKCHl0+/EVRCRKpHDhWGxQqkf3wpl3nPxzjwV+CKlg3TgZAbhtif57xSY5jlTD+7bui5b2dMokE0rnObahVV4daQKWlPsB7oO6B8MVeV7OAZxz+po2NvXisJEPs9ajcm5hClFflLxGyPZvY0LlU/fPJVarNUfFe/ntLyrNgkWNOuWqdZA8Sbl/UF2l4MOkEhCZQoYD6YIrH1SSzBR2Dt0Q/QWHzY4cNjAUcWC/BmnXzHLz3pYCYqMDPjPWVdM2D1WQVylNkyIdJnKTCuIfaZinyzp1SPTbuBwHpMajAC4XS62+P5eaJ7LyaWJM1mONT2H6Ae1csi6PtPI8RBZdxIYL9p3AsPHjLCc79Gbab5tK4PX/NI/1iJFeDNSCniZEWVYU4L3PLRiHXtu3+k+P5Zigaw4BNBpDh21lGW0er1itA7oNn//2refQv7T47BvoYSQGrv0oY8GR1pQlB+HeniPvcyzylEFuAQN3JtAJRWZJsuCkrZiHglAdOQxYE+OiwgldTm1HzRbXUifyd6EJHXGFGcblmbcL6bm1qU1jxj8jR5iu2IV/kWmkJsyphPk4j4vIlpHN+6AhEEMLi1AIEnwuOEeU+G4Q/Z0L3QrE5JHzeiNYkdZCoZsbZyqyxfLUKllfo1mgN8aoIDLJRVmsumI73XEz/BxhFPAAkvZzZWcXOy4Mh9+tV7GRgLNfRqwKGkXD+IboeDH8yhXCWd2ZCHv9xEGLE4kxm9080HyISJYONG1367JaDuAmT2hQju6HZug8ava9S81PYUvKheRbiEOxJ6r3+KJTbdSs5JapfzGkzHxbwFUKhMtRvSZfuXSmTXgO693vULxFJBOu1/qBOeJ7geLMojNCETqVCOlqKjWXFrBye/4j9hxNtKQn5oB9dHMc2PhFQx4bRqaRDv8e+oRpzS5as1ioRcVondBFbXaV3oRG41h56IgKZXw+yq+Bt8u1Im0STlUTEh1Z0X5j/2oCYEk1bfww5Li+DdyhDrmvkZch+X/sOfuE0RiOmWxFgkBTvD0RekuKVTjQY8Szbk5QZqd6vzUogdxNRh9NQd9MyCnVdulYvaV4eQAYHL+IbjNi8f9O/ST8RKNtCDMDw9KZzURmeKiZMLwvJQXqAFF4bm96Rgr8vpX/oBZxPDtX1gI1z53rWnaGWB6/EeQ8VqWrsaZ7Wwkqs+QhGdZ03xvQO/Duf5vX2oQKsevbgGJIZCQfGDbbdynz/pg6BmGg4gDADU/BHER/Iit0wYJ2wtm//a9fUSbBdDuA6LnRTHf0ZE3vFg6Zh1tYpPqUuB1Id35Yf554/TScGTgp+Xn8sPWoM/dGVizexoSlyPgzcthdLsybFznMss7WAnDamFpkEpStg7yFQreSfSBwQFwx/I09WVr+aItpvE9Ir3nzp2Obq7PB84sB81QJc4P82VR8gyNeYF5GyfljcmQl0dxUAZwDL4qV9oF/m/ALTpoPYEWQObLjDH3EE6rVCG58qJmeSaZIDuIirScm8T2X837+W/pjPohKGDMr76YsqJzF07KrA8WVFodBvWW+U7zI+i+RlKM8dI/kAT8OITkqjHDPiPTgKATBOMLuLfiv1IaBAt4W27inO1cQLwqPCKezvuO7VvZJkJwo9/P9dyjz+TQBLrCja6GeIbVCYj4sC9KDmh3xGDQpQKjJ8B4q8C6JQ18xxpqVpmqNYNsF9LyPd6Ay6i+P8smae5E+SxXmlzLkPM8EYcYN7QWt52A+sMSJ5PWI4fg5IilnxfMw6YsE2eCwLLfqpboLJZ5DTqdUTKSaOnV6UuTunInWhCSKquglq8uWUxXxKVkcxlLb5xJMoyQM2FyDmhawYiegIHzPGos8fXBZNh2EszXsegJNpuhCjlZCJtsOHPsSstOQo/8ZNcfr0G0JTqXWTqdHuJW1v5DzdYlbBM0F/++odSFdxcMSMEc32k+thN9zmw3jX9vdTuqY/wL71RuqqI8ju9QHzapXphV9Iv5EiHLa2GV9GAt8H4DiKt6tMFfbiSxBbmnByG/ebECz3shBc+/BOVCu18vQg/8va3vNiQYTQQ/odiuSUvZsFeM5QzmU/PnX1gnbQRny+6G6Aq6d8pK+tCSwMqm1uEiiOZidHZ1z79L/WRc+zogDNYmxKUrHqbhy74y1K9kV+w7wGRpe9Iqqz00g+dIaX0pbXdbi8tLKpMNELdIpecJN00zbuB7gFcxAsEC65RG37fIzh87ZvIca+OY/kmI9/xXBVyOTovXL1M3dUacYsWgziWBivtRK2kPFuGP9ZAsyUhFRXC5TNuzxdibSBYhDHRcy2p9l/T1UyHc3fgsb3KkISB9w3oego9HuaFZwVvR/5RKXCsCRde8ekDPofVyhZHe5PFnCvPXSJjz0KfnU1UmB1qgVm8D5HJUxsuQyH3Y+cB3T/++ggEpAbyaf+PEmZEKyKaExxfIrz0l4Jm8n2oLj3gMp38sgB+QHuG6IotqD0OGy2+DZ5Tc21ru6xXsUAR8fJ6887H6ONjo5RFNjx6LjKTm23vs3uhgzs3WnUjOaZJBN0LNmvMIYmxC9+zxjiQVOtLWDW8/y5r/7wnjlfmKZO9RSsztL0QelTfPZKqmyj6i1jJylzhflt7NRZutckdEugd/X3cBYtzxLIVJZ5ij3mKFHIlQO27RDFOO9fUYg6mxeHOTr/Dzq7E9wmfWWDZfaoiGUz2HoE37mYITCixusa6YJhgmRsA+IAg6F9AT6IUypq0m0WvZOSCWb2IlJapPmJdShTAQvBOihDoljwoMt4N3t44xbYjj8KS3wA9F1okj+MFyfbipsUlawjUbXWX6ZxKzVF/4imqx9VBektAD9E77zlrE45JwcKzxKLvLM+IiFrh9WPb9tuY2WYEl73U3LnmDkF+nhKmAHJiW/myiL2A8BVPa4I2ygEsrQKV2p5AYwiYX7Jj7+RkzfXW/Ox48jqvtAdbhuRpgdm0ivq+XGgTo1kt7u7q+/jwh8ufD4jXP/yIAGmOOLvRgcXLGkcG927/8shXq81bOBLbuwsYM3IHN8JPzmTQJzE7xKNWNxCMC6vv6wLOts38zmPAOEk5KT574HES5MstoGrfczSfwPr6H3z4s30npEGorioC41YHkst71C/pUgdnH2MQRuz9Pn9KQ6EYACX4yG6KHr9bvtvdiV7tWV8RidADcWqZwmqt1IKR3wlo1hEqmWAsRX10I1GwVlx1NyWOVGiRTyGHeO+6QtWv3jcpXJijgSBJA4/HQ/E/ogBGUaWDnZhMWCqbziWEaI666Ep2ly+DmvQLb1vsEnutUS+eDYWavTQ1F6+uw2Mt7SuO18Za6M9QnTy1YtumFJt4s+bIMGYxzldcF0TmCvmz5Jao151HTW2ry/gCsAFw7cOvS7cYeZuVz21lo1RA0KAinO716zYqJxFc9bHhh9mBnxK/LxFNoRrvx8ZkgMNGJp4IGfayPJU5L+D14XXJgTZahRTZM6AJRDwgEmmdxCA38jk61JIq/ErsjBi9C3nPWRmlogkRCiczYtswRLJcLb2EDXNXgDFdC8hUd49KV198/npXROv3XgGbi5U1jx8vf044VaIqNQnAGLYxSd5PEt/7Pk74m2AC776NyDSJUWy+6Rwrr0a7nKrDJZLm5lUI2V5hK7I8v7jlrKLLhnJKyWgmEfRb0szj2zv/oUhoEFzXycLZSfNH6D4sWZiyEIrX+x9Utvfqr1E2HuDJTel13JCKBvs1EbxZJRVFiOv5ZOA8KTQsrKaGuDjL8HOpST1TkNUOLr6BjmI6XxmN6GMRP9kAJdUqy7ZvFTIu0kPu2H9TExgyoF0hCHqRQPItdt81OQHqm5vcdO+ILNhlSGtzWqz1VFDS2cZH+M3Y52ME3yby0CH4yOO0vxeMdWS6QCXkVbzO5LJBNt9Qm3GO7GHMRGCmwbpHRx31v/9EtL/zD4OsacbrSUqxDrPAKI3GGX0h/Kk5L9AzVcC61rqqu9BF87IhDFz82kHaBn+hbry4NxF9xDJJmg7Sp0aBvEDvRn6Q2lAqMSZE0LJSy8U52Ne5Qever9Zk+4pPSRKQTx2m/iMmPgIE1zZ/uDz+84UAEeS/+tg8GM/2JWewGVP54bwsWa164nkSP/q7RwXd4d8V2AcyNEFyxcp5LCWCBoKX//9bLl//pMalJ7p1ZEbbzVDrXjWwQeQF1zVhxJqrDtlCdvoGwFw8kNXZnlanyAERVZhXaRgnWswaJQRb3J/9yWw55b0LYnWPmkPswuztIvXx+734zzVdu/3F/K/Y3MIw8EaGG6ZD///znrrVpgNf+1K6teVeyEymp0PtoOlxut9sOD2+NbYM68WMRWcMXnlIpgVsRwa1J82g5La4zrSo+LlXHmOB2QNMjpuLjksjy651FmcDFnjibAkpOsW3pwzpshz0RZWVj12c/jG6RfstfecPfPlDQMwHDOIdsCKkhIGsfG6iPX63zuDvFmQt7YS9NLLuXqiAFGmu+KhpXftFXulgdVlNCwe9BoYy0+owLoRN+yFBGiEPfFDQLC2gpi8RqIKnaDbYaDvv7h0T/nJVARmkDa0a60Y8xLnYQkExPtBSBRlh5SxuLqyCZ8pSeuYiOGQIx76Mf9ldIg0IhF/xNpXb/77JkqhmJ2k3q5xM8q6rfk0sLHe48n/cWxL5vExiHm3EEBpTPda6W7q1B+gpffx8fHTysD0Rm64182k0r4qDVRpwjiQ38IPH14utzMewXBI35HEdBYIz+C3GBMoGL/tvjx/nqMbuNk6r4Ilhcd2vZ4r+UGGolB1Vt4ByP/T3G5gdTUr1iK1kzW93QJ3gAfQfsziwln98wPtg3WuMrsnolCq+5B9p6fhMFWuOd0PMB9xq5UTQksiOXJhFzHK/WOM09/3RdnhBEMchXIzLwOTcXa64keKlmbugqWQFafPau1PAMTwxr7VcS5pxnRJaBiinDa9jQ/2b3kHCfszr/U+vd5F7ckAtLl+7RlBX4URGRuKvRjZPYvCqaZFH6106Fw1VPOSeXkwCQ+hglAPy/CjJDUQEtTMW8QrUt7131Uta2BJLE3xwKxVExhNRMIViBJV4LuSN4fx2sChvfQAshPrG9zBtwwBdvko7kApoMK+6bZ/5g0EKJ5k9ABf0VDnEXpMtpXXYBf2bTsPHMO3tYXTLge5pSyenz9QAC9e2sHcWXK9fVytGNb5NShDItRcfhnmeqarOt1i0DBIa8gJv8wJuBlDjgZSnw3KM88yhdLqS+HG+2pzAvrPHWKmdk8G/I+c0mz/ZfO2nMFfRmRH84dC6irgZg0fGpadt/OEeip5vzTJNRKR/a9688v9LXrk2YY699E4Z2A9/db0HD25D1kRsl69fw83oNr8DMETKXwBSdpJc80S5wB+ss/wafDpR9k7+AOpUHkVoqPWHBRnD3mi4b9x1aK1itA+6KZpR/c7tGnZ9hPMietYsx8Tizv7GGhmLMbDUl48DII9YsVDDhszNpeywSnu7tLVrM5YlfaS7+be1QB0/KPDfg5hos7N5tRyQJDxYr+KYEvx3tFq4Erb7o8EUrCiKFjVhnucFbjyXCEfgrFGH+G2fUyTMECeq8zEru396FjaoUYFQjb3fGeU5Oy/bcMKySMwItBoXSQpp41bNKieTZtI+elx36EnElexWJJM6+BWk3+Vrjaad/2NNHP2a0AtKqqeqRaIns5ryH4fSwkMnRvNKYjXk+uWd+R3nUl5Tl2Jsqh5evdsx85AqUT3Jdj8MhwLUE8jxnB/Dl2ES27vVlcXSd6UyZ0sIzocelwL6jq6klUz00F5uMVdC3Wd1P51ULwnTXqPDWgEpcVPFuSKnlBkT8N0Fztj4IcZnzrr/FnXxJoLJqm871PgxiMRhy2hoSgFg6dr98EMcZdGVR5zAejfhC0y6/En+CEWjWK98cQ142R/O3x4RKWq9WDz4ZGmjZs9WVowc6dBx4g1BSN3FzAuS2Xk3Fou2FIrqCV9jcESOAPQBDyi6hON4NjzJNFIA/lL7Y8NV+Uz0s5yquzq9nnhqE8jN+oVRK++GfOoE2lJThCnPVHQkXiVbSqXeVHX7lUbLzVhVQusl8Ma8vu1W9QS9gWQapoQXsw+OAEKJR4pyGnsWg6Pcg6v5z3rKbDdAolfqdKOQmVxr7oEJeBU4Y3dE6zVGrX3GJbsGLBVJL68pYn48y2Wno77ta7YYfAcok+FxJQ23EQ3L3MncmqFwPSH0DeQVQNS/cn4E/stpxd6SMIjG4B8mH06Jo2QcjwpTVk5i7q2q2ZjB2ejuPR4/f5pXuw38LJan4YVd1eZmz5QlWhc8HwEkmFW+2BjrT9d8woyuGsgbRAiSKL/amy01kbjETLlRT96Si+TLfcLAiGS1en3Vq8BmG/tbfHDtY3c+YgW34UULTlrPECBsfwXffGTynbbBrU8kbWHdDg7o8cKYeJjQjZjDh202xcBkWSoaz8kNqBFV3H7bhB8Nz71VyHSMA3uxNfIvAHs3Ch222BeIolXCONmzfpc0n83qRgNPmkb4jNF1MA6Z4wB+Vo0DEeZdIXhtS3HZ3AgWjut4JhQf+0CQLGts7UwtdDc2ziZBOVmuFLQ6qGEwympnGRqow/vPSTHmzF/VNBRHZckRUTZopoCsBvXgCauUQxB8iPau/e3J0vDPDGo/X0NkIVwodAs/L+TTAgfA5tusr7hBpi1Fou0UU0oKtVmiD/Falds9UTOqQrFE2i0aAmbW9a7OO+rd9/shgzCZlmrZuPGD7o13EJd0to2rxWn+bkI/t3B1bReX9VNrCJFdoEiCY/g/y5agee6eXePM++Z09Uv1xQDULAkL07jdGXFoOTmedmDZG55qO2dl/gxHsfwv1kujJPnGZ7vL1/rImA4W1aHIeXidvW8X72OQ0971YcTG3dOzIc5rbOYrbsSi4coOWool40lQoSZgMhUrqq+P0dPr9F00G0m6WOAmpDere8kZKGkjm/hrBbqbLqFOJynK7SWbNJfCy+vVD8wqGA0hjCUMGSCubsJzZOlB7IIGLY7vz/ZVxzGw3U54BnmlzJdxs++eDG8wiYeucV8r7y2N2JZKu5Po8AOGPAIqGV7cpHhtiUrOzipBCysCEhaume6lrjwff3sU62hpFAkgirzIVDErNS9NE3kdgl2TSE7EmErPwvCLgE9YyaipHT2lniazUnny3hXthmt8EJrXGYRoMOg1wyREw8zQNy/qVb8PYepURX7Ar9WeoOorlNPVc024lcFBB6Qm/1G3ZZnHQ6uxBeyoRjf3BchWGSFNTxz+hSJOEMWsANZIgQUbiz7x0fTxjUK3cRehseFLO0ZoJrTd9P2FoageUyjMnw2vWz0bUc5kO/olXk5BH1LBUUOQpqfttH36ynz0jNA05pLEnyKYbfNkqBOyJOQ9RN2orAjHDJTAHD3Wr4NfKgSBQ05U69dIzsm33tHo6uVHzXmQBIug9X2oGY5GU1BHJF25zLWm7Jloe8ruG6YB3wW5G0R6sBt85okfJQUyLfkd5tBw+9Y1vCF1H0NXkb7E9dwR2lBM60U+Dz6aaAQf18HWjmnl00GEqwK/QSgXsRQ6JTAslEkX5dXiemvbd4TBhxSuCLCXLxS8sX/VVkN2v5HyqCyRfrY1N8AXgfCoF8CXEPF0Qi/IcgyJGALcbMV1UeVPBCRPmB7cxfvfJAYQi69nya90A36SwyNq8fjpMUc7i1nh2SAcailEz1P+0ipmwQcdFFPb5ZJm48B2d9AKwOaPgoe1C4M8IR5omDZDRxU4xpqMMbfXWL329C6z7d6nYAd+Q+RUgUIfXJTqMQ6hroSbttyYqZ6kIJELor2FPexx6TfkQaPDXGeOcOldGPBzxMhe5QC7ycjpVscanAAWkKKuL5olfFBJmcZxZc3SEolcQMRSGODdQ2f30WLUV5/gG8BugfJtS9yjXDcOF6EvHbVzRzlVkLtoZxKr4FmgjAMdWlzIo7YaHaC4Bs9Y6hJFmA+YT0P/aXp5IpPUP6mmyzazFjyvOYjvyVbhRIBtzn+DpszgWPeKHqdQ6NTecyyJcfN9dQdaxFulUSWS47F+rJBXiUYCV8Cp/QSVTNCjtLn9cbvOO8Byw7jJpBWqlPZBXnTVdonDby2Z6/FetOzbeVTf7thYCBFZyoj1lCoxk6YNxUdDt/ClEdE1JcTBYH2kaRQ0unaP93YE61BRbfDxPvF+0bn+yOr1BSYZ5YRCsw6CYPuv9MWUJbeIMPNNAFflxKpJh2eGspqWcKCdpaXz2xtz5HJ8TpkSpt22srizDsVZcjVXtjL+kx3vw+EkMai1eMVqPE16nd1NVeZB5VU9hjd/OdYMhruS+bE+WpDetXprr9kKAfCfEOncODu9Hni7PV3WiPv4JDZFZ0yGCOixF8QdqAyeXUcbEEFiXnJlp3U0ye+zGzpaWzvfiwtkfI+TdQbziTCM6NBhKzu3xH3PkT7tRvTStsRH5if6nx1sO/sz1d4zbCH6JExSDIJ85LuHWoQwJohaDU8JKREe9Yzj2tgNc/DaU9dvMxDoVDArLAFuw1Z5mIvazM5qvaslVeBhX+eGba+O12kPxeAYQHP7vXH5qKtmz8sPNaDGTeN3/+iB2mF6AHyo6WqOf2atHa/90XjB8RsL5f6GgV6ONqrRmvvjKgkOpAnWNDUT1p9YOa22etHZYij2xNZ69k+QcfPSd01Th1Se+whdYhrrpd4QWO61UYSJoebdT6AhvXHVMVgl3wK6578ZBKVGB3KgotLfngSmIuQdjmbbrzAUAUL+zufoN2g2d+4mv9gBzVkR6iepptebgKAWr8tKCtABEgaWRH4VsInhce5vZtM2Dy994Nznj5zA421N1ZdrtT3DoVsbTy86Nc8mdZogY+rka3hzMLtSUXXF33hgshUFGGfh1d1S5VREl8lI1R5uApQzIWPTAJ0Pa7+NamsM6PhVoMaUlCi612xnyVg0QeBrl5INZXPc+ks7s5rkg9x9YPs8xt/mgl1C51dlaOuRvB4EH92rOEgCBUqOxgTEdxOapalSTjPNMPRHDUQzW8Y0eWo7qe5tfXnaz1JdiMPbD1tereTuN/9LZmJV1dv3VsiE+bRgG28Qzgnxe7ORzPMPccpHTdTKLt/ODuIUXBXPuQoAd9TB1VdDgT9O7Mqs7qrREvDtIWKFvE0TbWGFZtdum00crY9amEgqKj/b4uuvSTjkcrKKhqLh3xjJWaSWpf7sPPGsXaLrDOD3axmCMoXPhHQ51An/m3yok+2iPZ9yHUAwJq2+Fnt3D7H+HB9rV7aXYU61RpWuflNY0jNrcnZKHuw5V4OhyFT/1tUo4U30NY4SzVIdlwi65IqKeLp2yPiSycphH1ep6CsuQGE8Vh8BuFXMm7d82R/apXkkNK8cS37vCcuHh5eZuhgkkJJuyhDXufMZvv/4JE97ICgo2ROn6EoGq+WUa20WL1WioXNGYj8wtojm+eXMT8Vwz1LSzSw53/xAnmUtnnRtHotKIASRhU/1bbB6h5aB5PflVKtl1oJkLs6YG3BGWy+P8iFECr7hLu0KHQ0Dlq/WCABhhSwIK6LqU4uNHCZpdceJjYA+tdECuPuDEF0Oj4+ShiJipldMCVQT9v7e06vW0UiQ11a+FUu6sPykutZUtDn7rZ2VegmeJCwzBx3dDo54oURE/LpP/DJNMzRtfXHVEQumCWT/Hxhn0DAyjNGb4NAryG0X5WJKFfsDxY3wQ+LnOK3otbe6LgzX5a2kiyiKtxPfM8Nouo/y6f2quqBqcT0PxVjDwirVMQucD9arHa+emo6Y7TgHMJJ2pkrP+qff7kLTTMqwaOoWfFeTW+D1c5TaXwnlVhnpODvQ7Fijul0mhB3fjdKfVbvPrl+wbK3fwJmUax0UPY74EU6AcdjijF/7in2apMSQcY4DIyJOWfi9cWWNh6ewRl2iW47N4Bb7E5sZnfQB0wV8Sk7VK/GBTIbbeC0jtk8YP5TzmyTrMAWRLaOPfPoxdUerxwoI8Z6gGv/iQ9t/NdRexbLDbpK5hAMNcUq8HId2fw21MeHcm0GylNbMIxlsLxUjV5uTzmZM2lZF8KMqKK2nBcRruDmLho06jCW+gvAnvYK5bT8xqtcSbW/S3rruNTDu0DTXFBZthSvPl2aefWLAl3CvEp8dWUjbYq1yKQeFSVlZnrtiUK53NFZfcZwVEUMe20rbLHSpCqFnNxA0SLFDLc0UJUFpdFywv8RsZLXhc/F1uUAw4nAB7rXSwVQ/2eHIVFdYtNAM8poA98V3dE2YkrDzlUK8hca1Ev3zbEXhELaYxlsdqhdQmCl054pPJKPApYpsg+6U5QSmGO66Q9PwlSEUBxHUEg2em8J7SbiUMHBxX86+CqrTChYAhXQjNyFsiitjWFYIuB9AFymSXsIX0TnIA72VM7ttDl1veeoKvvH/8L98idmAYoafWGDYu6fgTF99GsEPptC323u8vcAFY4GcWlzsnQK2LgDfgmm6SXJM7pKc5iClgxvd52BZtX3JoSKq1VdsTE4nAdo9/nEhvotf+Em2idS8hZfsVxHLnpiXpFPLAAD+8krkB7yKrC7gejt31XtYEEeRVYeMdTKUcviuLHx784jxHRHl8LHWpOl9TMNHez0jkVySr0lDaFRFP2DpaYVdCWdqAK0OhPPSHPBcPD+yyqRbJa/w7X0s61jn+NzviTmJ/tc2VOtTRqOPloalxsw5Zx1qXSZBRJuU3wWUFdZHGKopMIC6XVHGalsM+JMmWkr9fWC88Ug/WsbhvYEiv3nxuvIqJhjtDYUqi7nHVD7oA/vcup432kdEQCqIz36rkb9E8VMpXocyxizjdvo4u0Vg+wLni3vmlyvXXh0X+inQts2U6d0eTvURl2cN+QTMVGY5lL9DrH3ODpBJs6ASQ7IabNs0njKxpXWNYIhA0xCwcR4ZcgIzw4pUx2e9MijwmzRHw20OLbh/4mWv7Zu8y73+qGeiAAn7YmkxBINsvoEqd8mJeCbnQlNB8b/3v1g+jYS2rh57HxuWMyl2iPbfPVcFxW92crBGt1w3G3+trZLjm7cVmxgQ3e2vL7LSMp+NG37a+H7Hkvnt55CqP/umq69LT/O+SqUVI3GFGOqy7g+VRKMYz20K474slm23pP5fQ/pX1cjMs3fwvrRmy4XPUVBvyZy+2iprGsA292RbGBMaxjUv/r934PsoHugkB7nwPX+qHMGYy3zexJWHAIRvK6QQUwBGvOK65tKtLTKMBR4NA+bjs2KgZFGQl5mckDXGbYCHbgUo3boVMpNlyZnRuihGzLIO18P6gUennQFs5UTcCUkHhhm8zxp2Ks8JXCKprx9lgD/35utgnyVqdT/383qd4FEDZnMbP2JBGKcpunoMHNaPQ9502Nf9EYRH0WhOpHNAagzEpAR2zgXzcc2cVd/zGbHw6fuoZasEhvgP1CxoWj+3pSL+Mg+R4UmGnTk5nRM1IebimY01rhHoBDYrrkcMoOXQD92s7WSI1FHtz+uGMIPQ22kaFhyMbMfA21nXAWlycPN9PFMPohd3aS+LfeKmjvF2Q0baKp9l/rQwWT6NrQEvWLEN5zzK8yAiqGCQyrq3mIe7/nj8CY9qbjaXb8DtEZS06qsmAhExAUx168WO4ssWnN5WF/BqrKpOgMAvhV7er9J820ERGx0YQkaSAkaoLQw8uDnEb3TCKWfEug2ovUcO6a/luYwybcLiY1Ts3I01sDLWFSDwkkO37C81h/AEciHqg/HBeeiG8INzCmLOM+IzsOhqauyoQQ4MZ4s2EPEAGvneh7+ispNzneHWCXK6dapiKgX6c3HSpyKWXhOraveQr+pMzxIgDPI/g3lCvZdm0HnrONTu+VP20Uv57wK01iDRXtGsOHjF58dygahpS4GmC6ruoFCChoe/vYOIPe0L1UcS1maiiOL9Zah8LhbIG9faTCgAUKMcXjjdrLkmtzBi5r65+azBp0RzMX454H983csXOGa4UihTkYD0rJmecxYI6mFt7q/wJkLfzgMeQAJ7GWUjoSII5VZSzqHchO/e8RbNzhijWmfolqX9IMI/6nNaZzlx2rfxFueS5yS2hjUZNJRo67TJp4chI2ACEq9Sv/GEPXjC56u9IAWO4DFc9iHlJuSPijMVbITi0KrnUcAGwOiBhiueNBuZhNcuQUOq7HHuvNxg9bYW5Ow/2dY5yH+HMiEbcq3zQhb6afejfEENB2A0mxCUZnVF5YMFQyCt5+a+1G6ab2cIoB58OIjz81bM67Nr+me4V8S/9j9LnZXPm4RGMUTWJ3gzNvnWI1pU71PgkuthbzSpyNNNcRK1R2j5jCZCR8NX+7tWL9pwvecttCO5EnuSum1Ch8C5nhIww2qtRPmd1+gMRuuesKhzBMU9haR6wzEt3GaE1YB5qtuXVBgSgmrLf1w38tZYgRWr7Y495O4cAFJS4XPblbLzbIpVAkOgGujMQ+6aUcpkWGITonHMDP40A6uZYjhtn2GD8JtC2O9eB6R+4K4rJSrdoCgS1wZLygahhjjtydYcmCYIgBb+TFBIcOd4yypuwukbFuMvwfVZqNxQRlV0hePIShwb9vbw+rGywB34JERxNGHw/JGhQQ9vv9q2Zq5iwh00iYTQdgmGXcueqF+XJNI/cvIV8FaCVc9W5i3ozOVAYTD1v5BkrXwuDJ9IpkLAZp1cEtNnhOsKj2HP86LGRLQh1xsizwKnuyDf1zrzL2bOzwm7xOCYvKFUWoNFWKXQVtxxdOfE0tVa4LswVIohjIZ7FaBku/TcsbDjeQa1uHT4mHcU7ve9Ftt/A2j49f+A9NChfJ5pRmsA8FaNAYamL/lUceoYqzVUYbwDx5XUi2T+4SHd8PsU+xR8n3HSpgTtlsUZ8vWuuaakkbZsNM9PhZCX1coCU+n+HQJKQKr3MJ2wXcH2P5L43w71uoWVViVrz9k1cBlT0lgCSR4q0qwYA+wtCQcZqBG2/8HSoTb3zLlYDdpIKU0aU8FwU+aL5aZX5Cpxm7uRGALL4EYR3JAdcow9sq4a08MaPArwpP4jW5tm3cvXXoQepZwy8CjYbgMb1EgAJUp9GOzea0yUBTfy2tvNwVLx7779RPZ2aKygL6Ya/3WsUOJj6XADH6CHL+fq4sC3z+MYzPPIo6VPgxFohXhxXfoPCy8ZJOq2HLTImeGZ53j0+ZxxPibWZZd3nuhPT7LL1fLQpAzmKeF02I4i9L/Vf0S+rQeo36hSCM4fLagGUKpkdjKemKqGqBwdxCv1pxKz/h4PmvyeoGE+KYcS6lFn+rzefoqwdavam8odVaFKnrOAZyQqZOoiCmW4CIGeSHaLOvZmmq2Vq8t2yIF66WZEy+vXz3GbGFHBGRzATiB2MC0+kkDc4MzJjlGFlyKwE8mCjxtPC/QtkXx507bxOkbJEDix5lGOksKmDYMfiLGaIa08iapIx7XTkRLDqROxOr4JQ20IcJ0U0zthsf6f6H2yDuGqcmhhYIdUa/hTFfVGcqRBV+VrnTrI48LNuJruRG/WPJshkQNFuwoWA01EVYejkUdETEjyVmAQ0eLiHQSaheBLkHypi2q5lCyNqxpmAjfh721RiDViKIb2c2r8Vxw/blrWGRg4hn0Jb7A0+jdYqECYxPJWg3k7RXyA+ltuUCpu4BeKyQIM5oUTxKofBEN6wBnMTAA5HsQZEkOtdh7Nqsdp2k4jPjl7jXTICvfeVWLuJ4AjNupMtfxtTHTqKT3Vi45rdAUauAg9wLRCRk4QEZmpiU5CRfYxmEZz4YgGtlMxANaXcNEUZ+0UnAMaG2gP1d5KogrJ6rrq0pZ1eJJRkEvnqSuOumJP6oVh0ioHO5mkmZpHRb8USqpqvAPxG5Ji+Lr5c4yUPtgs4WS3sTjjG0hS54QO/VaxSK9f+stDTad/AavVN1UAsDROmc7c5GiiAEA2FJ+lF3kI9O4ZdCniMGyflbpm+uW3lKZDWlqMvOL0okrULMv0aU22BLQeVJOOS7inyC9l7kExmSKK3U+zVXrD1ImwrSLKpa7hs7ocv/5HxJpUQ3UfHCjeqM2Oec0Wsf5pKy4z8y+IiH8AXuyj5PhYMv0oaYSw+kU93UKnxWk5Fzu/D0KjJNlK6TNvXGV/yAfX4CFqKQAzwC3yo5rr9eAxa43k5WTubFRYD8scDxge0izRuEFDtX149zqK3znqqvW5jja/JGLJR1UuA7G1Y0ZR6XPOvvT0d/F/KOB+gM21IRMJrwAAEkQ8qq1s1JLRaC1uqDln0Wim3gAG+agUIIXeEAA9rvxE78AWAzDl9rSbl6Mq16X/D3G4igdhZArRDqAdjQAdimY5gbBLdEcSfEom9ZAQIX5BUAwj4EB/s+LZGD5mL0g5iCueEHyvqAcOwCytbwafBxiXAUw3bls+UcgC3OweHVg6J0nkdmikjePYahdRGgPYxMfxSWmRl2IH3vNwBNS26wd0hNpEPlC/86z7/OCawCBugDD4kqNpbW7bAWmf29C4khLYXCNBdFLW+Q9NBMtv/+NfoyAIH2Z86F3W0LpOVqWnxnLefhgI2iCz7xnbUXHW16ZMW0o2fO6oF0wue8aLDKKjuusbM8j8IrRW51th5OfM8WtxSC8MUJskMPnH6/Y8aiWKBhy3tDfRm/EQfuvAJL3nGjjgmBbgv8Gtyk5MBXNr9FHLBVZGg9WPENZOsTc6RFdOIZVwDBhLN/hmZdXQgFJPp1w1rmfYMbWUUEB6R6RFebTH9Xcyu92zBcMnwmLy5NtQtYBX2EHVG26bYPB+GUIaj30nKjmTXieMFYDA7KiBLLTomUmKwGRaxHaWwEJXcWgKMsd915yWIz6uXoN3A46BpN0T0yUerfuMvPmc/f+YghJJ8monidII29RVsZbyTsFWWrFVUf+C8XhfRefAf7+npzDLjLsouhRUZg/XLuYH3l80PZN0GjYy356z7HTKG7XoRZuLKNs3d+MUz3Ou/zmooSAkrBUuAFuvYPAg2cHVyQCKk1v/tTR9VUnNt4+ZqKpWyad07088gK6sfoOLoXg4fjULJT32179Ht//mFXRdEmHnlV9Zp1WxThkUOfahzpjXlyRGadKG8Akc83FrR75VT5vTWbbXUCpCthpyRGarPhm8LrIE6/+n1jJPRdFMgfQVM+yzhSPiM/fm/PLZm3ap0/SS36BHpEDdTF+aAZLkbztdRNUFg6+gNJxspb7B8buXdVoC60RgGGskQzcHbDJ3W+PYvlZW4mW69Pn3u4Ft9yxMa3/070bFB96Dn3U8tsKwtWUNrgK7qezIpG+t19/NjY8xIX2Ub9HOZXP5cXlqEhLCWE16oKe7kPfQucBX8vgssObIakwJPvA+chKAZMnCjj2SU5du8eFxNEt0oeyOXUhCpm5lxfUMrvABfKGDaA5kXk6K/Cz930s/MC9UM4Ef+zoL7uIb5ugDGupcXEbgcuSPdA+Hof3EQ7AhFq/jmYCVRwGv8YSHkACgxIfYz2jANF3MXHvDkY+14DRMFdrF+Yl5/5KSxUNulXSPN3Pg5lQQsAK5fF89RAzEeLXhpIpDGI5hgBoFqGEQPAZW1AEhLpKmuqox/FSP8DMKLhUJmromoiyS4Guv4Ahwfyqxx5REtlUv7N6z9ocg7Q4op+hhii+ubc0+8gMxIe2xojXkjSuEp7pRr2eeBJrQeO/thJqXWgL1s65q2QL1TyORljPa5v6j6Fe3tr5J75zbFoDSRHogKr8e/AlWhuqu5lXgMcPEBmVzp/LVDFDx7TgW4Yq/KxFlNk2PRss287MY8QhHer5M21DD4SelE1weE6iJnwtKvvIs2xlLe6RQ1LrWB2xeyk3EXoLckcdWerYZdD5KZS/YQdkIG+lerhSY4odSkthvICad8xuvvjxGadlzUYX8cAVTbxb6/8lTIfqhUYWGsvzNVafY99WG2Zy6BXORj28R40JCqzD6y41ICP9D6b0TQ+AoI9SbBjVIJKS+MLbhAWcDIp9wvH95rF8ASeI66TgAqF8xCwAKVIRzY5veXiyVzhCjCAxbVFJOSxf8cBWpa7aUIrWgMGCBxqzeDTWN1YvbwqmbrOZcpSj3f9Vm8C9kOI77wGR5vrdB82mxz4VAKGU7n30tXU488Bmzw5Ihx3mpcJlc3yDLkh+re5VMWASKvJo7+ByF2dEpBOyZMl61yxvdzf8ykrCigvFj+GJs+l4bB0oCyUyFCmy5a6qdnVKYqOHr3vlgm4lgG9AgNPqjLCtqstzgjnkRC1HhHY1OFEeuyfgEoRW+k2jFrA1PqHKSJ21+SgGlNqcz1Z9eaTnmXCpHYO046xfIj23ipgshgBrKjkwVDFyr05ZT6YFPP33gNlJgMWgWoYk+dlXQps5FROe7AKpL0mcPrk5KPs2iCl9BbmWb791R+bBRW14+a75XSk1D3RSQqPNwM2u2Hmbcrb0NVlLV+rQijNz6OF5G/7ZvndwvuA9UAUDwGlLVc0iqIzTdB3YZ/W3oLdph9Y1uLZg8cLCAIoiH9Yoj0EAozSXJHcXX7BIiZWDbU4VUnMi4kVdwZGCiebP/A3xBNAqIGdmtfdWTC72XDpoI/LXexRMJZBu0h9fQOyxHiBz9JThBgS0Wqf864w6BXCmdbRSqjqNfxCGBw6+MB06SScJf+QtjNUby0bfBpwvpGKJZT5lBSfLyFRmTTF3qvS5sDO28Du/hRHxvgRwDAejoL4tmnr6P8MdWHDU/HFeVsr5CWA8ExhJQLmtWFpEwbfeJl2UvaPwlLoxAsm4QrmHdJbl0WOGFe2tyFmavts/bZgaF/+Xg+o6ys4y1q+us77H6FHdJqkciXl+dLL3tAcXDCX914afe1EGXl1Km6t1avLPiXUuTqACm4DT8YDR9pJCsZ7W61VrfsATwTAwKoD2WKVwEu4dFVcQxrPBGVN/Vm71ZSJv/wrJi6MGQhvc1SbnRMmAcrQgCQsua3JXcxJY11OXbIRdnoNBmD2NO4CBizG5Bj6i9KRLtGRutVcGbaLSKdy24dGKT6dGNqgrYm6DLE60NbZxMfwG1rL6RiF5LdE5GkbiI6FdcbMl3O6KOFa2s3Q+vzfhAXfoOWu3GrUAStrsKSFTutk2o7rtFHUfAgkguDLYVZdj7roIdH6bbN0M1ZTMe4yF2uNwne521uHFQYTWket5BRGqkcvIh4Vm1YG6h9aX7Z0EuKB5lQLgDnSxkYgZQlgzzHjWkE22JM+Mr2sV/1FgxjEopfL1lYuPlJ8xvqsXH1pZ0JndLC+1fqJ1gqep8kNS9H4mz7ay0Z9HGaBCQcupvx75zl/eW5/IM6cFOGAZFX5BuvQ+COfU6it5lOwg3eu/DrljfCj3DUQUkBHt5yluvPb2nT8Ze0Rq/zMkEo1h7gNDWvYwfHbeubWKNLnE+h4dJshHlX8cCL1prWEH8Mf2WRMKfW+uA+41rToAYmJU2MVxfjs3YTXfGvWEWr78PIhsB9f8J9HhAYxo+/L22D3fhcG9aDcTjWrQw5LRcsPex9V4Luqq74hpTBSQBvLmDifoTJ8aEyHogA6SG8zDvV1YUdR5FNp8WoZ505jbVpqtQSPgYEGYAFN/hti3HuaUewtK5oAS59LiOBmh0oxDrB11JYlZSubKtQ2fEQml5xkEUmlf4MfBDQ2xxkUmgTKiza20jLekaJwzU1kTjmXOWDIF9O8DRPWMOoQWH4P13tMrDA/YxS3yNO/GsuaEhLbYO15D4JyHRi9CmiHShpbadMzu8ATctbtml4GLa+xQy96mmpKum70bVXtfX2ivrFrza4BMOagtND6YPFJ9oXRhyszLe22Difh0L5bhQM1IKlTqcSCGDGzUNHznF4hODiMiia8laKcu/ox0ZxG0DCk5OykcnVnmDDEBXM9zh9clxMaNQeiYTLwl0q+ak3CYcjlwVQmppI4Miyz7aukojjmO6RSI4SDq2gWF6RD1ot4oVXiWhLmUGrgfUOxa8q2hPDeTIgOIkHky3fsGOlA07sBeawRCcwTiEwiGf1TVi8Rs+t/i9xvfG5jxVAP765vJinBHyJh7+N1/gArQF81ElZBRcQfCCh8AcIXrQlJtA8zL8FAK9O8VIt89Zl4LSn1kfyhynkr7cHyWgv1qTEkjVcjtYDAZG9+rDkfHyWTUCGfdO/MwaL8FnxNc/HkiSE0VCvoksE26sTgqqvQmuBqnYmu2x3oatocFiI+oPl+VHmqVtuX6CTuGXdmIdP0WSS/3RQ0LxcxSE8quKrPU0BpkfK1xWW+PPDQQzCUbDV6AYTdVHlojok28S/etC3v2TRTVfwy7FTG1bZ4VMQWnOneCL+kG3mtGaIO89qlxhx8hOYyTIYWe05COCyEX48OVn7RSNxPu8bXVei56cMbIYDoYjL1oWEYVibY0kWbUUMSJXqK8cjyIslmFmzaPtZepTcVGhOu3u4tNq2xhuOM3DcvMK3zMLQlvWXm4gD/S8ijlUXqJVurKZ78HM21U0iIoZbe8Eoi2DlMb7xnnpRKDcEYB+LYpghOPS3i2azlsbK+9MmuA7NIh4e6kL0fXPS9dZ6dQ3Zf+ETZvyMUppTtmqzDTI4vMqstK536NTf+7/7vNLVfA5N5jd9EGb+aYHhgnYkWd2ZlVPpYEOJIyKIu6lmyEqLNXo10Etr9La5+dxQWh2AOXa3Qxo2K9UOk1Q6xTkeM1t8nCQXIvf+cpkIOOllTJ96dtk1cgyt4ynrLcSQ9bpmVMRMnBgZme+PlJkwG4GgIoRgKaiRUwR9QWjrCrPyYR5P+7KCtY1e2rO2PSRXZgq3IQhDx6tYu2lFSkG9e0uwPAdt86V2acV811kUnwSg0jdc5U8q5OnIBx1KMM/u8WWrITsn9K4Ul54CRJELEmp8OA9B+RNwUWWhGu5jlETGwGVCobu+AaTmehtUYi8MEbkcieoGgd5QdwvEeF5qM7jN5GOYhhdHR6hfO46xRWCg3q3LlJWbCYpcXvb74zSSB6CTgNO9y4teAC/wTGeKEM9mRZLSLzjCujjoBnhpv1yt0bnewBSo/CyGUOqJ4mOXo4pJvdMhCGFh2NgqoY4s6ezd8XK9IKFx76tOmO4QpP/n64bAnDgZtJICRAJIMYcaSy1mi8WFka1M7AqojtRMTLl30bqHNBrLKgakjrwDebqtrNOThgO5Vdt3PveAlhbK1PWkWryC9mqlf21liH5ZyT/zyCU0kbNOQxIgo9osTJBvPndL8DkvH5Z86ADsPGVOAHt4JRiKCszPFSOuIWWQOz4aak2cyAK/qBmcId2rsO0ofDTSFsO2/CUkASqeUaHMOTj6J2XzpKuYKyUKnfuq79yM+d41qnsWMQeipyJXtwjui+9zKVB/DO3BFXE1mGoh7yef+mNUK0hPITwEIrWXNIuI/f5JBhUU6pfJyayuWNGuqAsY3kxb6D4sc2U+J+4dbOgZp0DEz62sv4a/3XOAeXHmvkst1RQ7kVkTx5MjWt6+3ka+phIMPR7D6NZvwwBAyiriC5mOx1D0YtLD+nY/ci345XpVxNJrjqje4VFkG/F5sCu01gtuarRIQNl6Jz1Mnv2lgMaNQpQFQ5w/8Tp/NMy7Q69iN5V3xhq03/X4A2YIeX+ZUipw9nFBWw9zUiKLrVZD4znCZfi0uWlJkqPlnzA0LSh2v9O+4lpYjc57D1ipcvPzrMETUOaoP2D9Tm4KdVL98iftOVC2SKq1xU+PYF+Sj2GLILeMInx2yJb3i3LfgkRC/dxvOJgKdY7ox5xxl4McnkppvUpioqvG+/UmyOKrd1Nn1Ul/gKVCsNZLkwP+eA64Y1+Q5otfl/0c0NYc3sO586F+c5JbsBx6tWpJ/0gMAARm9kw9LfLV8u3Apy2QXtz8R1UDIs3gyZs+es67d0yS4lE6lynoHM0j5NCPBRx6Kgq7CcTvyv292R0GF8s3Hj6J/BUNjGVyt1XnYPSnmGdgnUDEZS6ZFc649UHv/FVbkHLC1lyaW6TH0KmUPKlHGbEY2HAxd0qmDYNLzycr/rhisvhXSeAVRWpxbUSLbepdbCqwkbtM8LnaHkkLKapClYl1zPV5sohmOMuradxfj59IEcMc9YQuJYaQ4cp5jq9LenO/Q/sybh2nkpKmID33eJO8G/uNf1uESAz/XH8ygGwx70fnV8MI6pp9MzmxpBAcEHOaL7IpKpxZJmXqqOVrhW5yUUp8sJ1DI2B2Yh+V4YFKO9k9gPbfv74IdJxqOxG7XC7j79WRe/Oz9PO9FrpSRRIwlj539SENTojev8gMhegVq3p36rGhwDAyQ9yfDSVqP/aPwm1FWmHxWxy9JVSs6k1l90LNygQ5RsRTwduDgX5/RiKNBKwLJpm7SGjQQLfwY2BM2QJLrxC36HMhfRtcfgUxPvysBB2tMu3LIPkph7+cqgfM/iSVOwFnPxL4B4ypVkL8jNjiYyiTpy7aJNLleNSvU8xrYlgfXz11RHXv75XMyopRezXy1K2ue+JgGQy+qmU1a71FUDLNzyN+qT7tn7L16zKDJNGogQhajRD90K8Si+dDT8pGyXAEDg1ILIS9I+Il798AZxUjPNQXxToDTOcfJlIlaAtNXFNF2aSssNuWuRrlDVGWiHSmLfVwO1SOdacg6NbXy0/YNz98QjY6A4oYqMdcLqvEQH8bGUbT8LPsuKoWXLeJC/0MsROHwuTiTNfdVZi5FEp0PxKHBXofdJPD9TlZxRddWU4pnXq8SmUukrnMh22cWAu8HlubHkdMWYxcZF4xMoET5ULKDa9zmyjXTWKJ0PnqONdtzaTuk0CUf6kMsvZLKh0Mr5ZtRZ5lc2mxKowOegnxm7C5Aa8uNnRCst47tDFSNNN+8jm+DgsYK8qMeB6DPGPaF5ulQwxesBR9I23XVZ6zdLMpriH80W1J28859XkUHmOSmlBnC9mYxwP91IjGNCbkl8S1tJaSCVJLwWf7xZrdiUDtubk4AJVU7sUvAPFBoYXA8APBkFoSSRYLbW9l9zyJGg2wlE8xUN0oZMArwoTGJtwAEFD3q7dkbwXZtyTpEyndtfNwY4ln3lyGxyOrKi3/8B+NO9OX7wkTfgA85DnIMDKAyJ54a5AQYlp6KGs8p6AVzsMt/wVnNSBlwexA/v+J/UweGnbxBty+DlfP4nJ6Yq/ltBeau3ikMOBdcNthYU04QAKi3V58lq4d2TIGgT3WjHw0rjPVWRPYaLmpXjHvCMfPoCYLlNxm70Iw3BcvbVhw1MrRGNCAw8zngFVqqgRnxkV2YuqU1PFKtTcXviGA5yRs5GuojMwWv8YXhjotA0SCuZndh6qF/syTzP/AKB6QHJgPsrWua8xfqlR3SnmCN8Vqv40FN/mDsSgTY4p5H/8T3sYoIT0ERio/8Y3NMMzZOU7g+m8762VwaJd+ufsiPvs33v/mGqu1ZR06GeqoqhlAgBueYyZnTREoP1MznluJScmjmeVKydinzInWsoiyzvq7MKifkhJaGNtCUUPkj0OoUuZEc1Tkalbp29xjt6Meo3bCQh1sXXQFfgIok7BMZ/CbDdoeyNO2me8lo++1k8GewIWa+mgcYU/VXWyUymjOFpWK6fh2F/KkYt0/D97duX5SxWGGkhmoo/UbTC9OCn2MingMAtwo5QX7TL8wisMkHTWBTdLHSEjJ+feJOMWE/GawCZuzaEIJ3KNby9F9QOuSpaazUPFwGX+LSSIFeGa+JmXFxCm0dlNzbtx/sCJ4STl1daqtOugvSmBXS9Yq6IGJ6OFph/jilZdCnSWrWzHvvwUHK5MOmq+yIZnCL1p9t34TyYh2jWMk/EJ9Cm7T81+Jzdh+Awad3iUko7gp6I9gC5GcpWb/SLwrQQrZllALIOyJZLjQwIC++6Rt5f/cwBhdL0ay2vKIq+ijtSzvtaz05ynPbGm9Ss9/QKUx+lk/Was/UUBVMa5wzCCWXzHUHkqh5uVYMUReb1PL+igTVzjdd5cX9Fzl6cMn49Omo5FzV8xwdvItu2nB0idigIe4iWCOjeZlvxXytiqpiFP1MlWd7jaGTw5kOCyF+2mBUb+trJt6ri4qcR2j0FU8pydWpXrd1/CgdQgg+rBJvBxLYGWBqSeQW05lDIm1hjBEoTS1J6ObthpP9fXzuGAJ3Y3ip1gIT+mTgkZNL8AWgBjdIC8iWDjDaG2pNK1RW0zW1fhtdocFOxTboEEZ5nAcH3P4ep2ZiH1SdB47G6jrTnIJ+GpPoKNclDEuoLWO/Y87stbe9z+dJ/cyWdFLae2cdWVPBvyvVFSPybs+TV3bDMk2hyEWHX35T87g3a/XEiLMbm1a+OTwDr9yrAbgTSJ0qYEQSQW9i01YyY7O9FrlnIMRmwnE8gFzVMOmr6CvndAld1d3xAlM7SoNOJFWR2pVtPT0rqiBKPoa+nRGbNkpNBS17qHkwj+eUF+sZcPuTIwBp+YwKsdunBEheTGqwf6G9wU/pI0TV1mJqepdwFUSK/Eihz+4kc4SqzbTkU0aarfZdKHlKoIG3u8bIZ3E6M0QVZ7zrNuLeWrlQZY4ly6mtCsqJw2MUtusyvQepDrjL2wX7GE9qNLjsgL6r0yXo360QXgCxQyc6oWT7YmkTyKIlRY4yLUMDNeCQ40DYfr4BEa2/AxNtWuI9GTVPcSDrU7CoBm3o7FG9SvDwWmA0Su1rl0HQNsmT1c+AvKpFoUUCaeq4uGF0E3BLOsQyrrLfX55Y1y4Tuezh3x5o2zOn8fZPO+bPYoBOFDgxNkdHgIXT4xPOlOBjbbsqsCFNMXbokNF6KjIb9C1eaye22aP1OUg2j8tZnybEIqdYDZKiXA2rewSfRDhsXkTsfH6bmoWGxIIwnBBisDxx1rYkWocfnBHDhDP7YVyk0tfD05eTDVf5c64xEMDVroXbX2sLS0nvDf286NaQa7r4taPsd8qZ6u0fH4JaskV/mcwiorRFwSWcaUx2YQbUyEwgJS7FqvYrP45q+wbamIR2l2u9eSq3Uww90gv2PCj+iq1rR4yApUnzepP1G4bH4b+sz+OBM7yyZ4ei6gUs816ATt2ZYYIIPq3J1ydVm8NuoWy38M6ajN7wJSVg/T9SnLfO44y2IvDjLrf8cphdjSPEtbuyHV3IbBHPuAV+Bp9W62RPXQo9odO13HDptmR47c11/mOb8uHv7qdBeS3LzCw/wrWwbxf6W2kuLeX6fvNhfaoJ0NISJs5DE1vFELw2vJmj5Pq9/yDOIHaAAs9MXb/zbhrpkL27rAU2dXUb1b9a8PDOLPXd0HrmJy5PBaxgPYd51UEk9KJEAs3CeoLSgCDXkZ6mLP0oUTtPxr22+t9FuTtUDDDV/6gK4U5Nr7AXCow0vo2L/+k+Z+Mxcsb+nRdBfL7aoboFDNg8bFJbD8+DnWM8LsK16z9Om9k9xzunbH+89DJMHZaiZPm3L8TICQBIjF9Il2ZgZhbLwBM8DJKFsCB2rGrZ6/7VcAvE3jiOBbHPGT9xQTEBOtaJm/I8hvjCmIZXJv4RkgAXZ/4Rj+JtAQrOeSWPj4POppemA4vAerzzMttNyMkDmK0nsdriIKMOvnHGsU2HOQRjP1xDY4KOtVC/4DRqKMsvW/HtA8+deSpO2MmWezoFHQAMVa0LA3wCIWEuyQDXoAmn7Q4k3S36ob/BwLByTznf3yQ6I0x/x8yi7bBxxR07PXqhA3ogGBCu/Rjw9n2ANhkXGc6nhmj1QAZb0d2GPFhIXPus4fvzUo+wRZKiR0y7YM0votYP40JZHOsj7Km7qA8XD3ynl3GEJNPPrCQc6E53iL7Qwhrl46uL/nczz6pzDFBxlJaIZQ8q/4HzRI9GXVevnt5MuhHFXiqUy1F4nJlu7pOuLYtaSRQGNcXFKyUwDx2tSq8WztHsclosSac4Kn5kz9A6Cbsnp+G6aJngP5+ZqRshpR5Dhqdm0WxyCQHgPCTrM/QdWwzuJ7bUqALgH/xIzEm9Cla+RqIpfFINpRbs6j1/EE2QRjFLkxgI1Jmdvvbuoi8MV4cLb0RTMlXaxCCPwV3eDw8swmBQaqjnduL+hIeBRDRdrEEvyRlaSZnSNdXoxFfentabKupk5TKqiI/0MClJlzsYkw2W8PbH7tNm8NfmyliBMBhLz5ZSaDgoMQonT0zDW7VwaHsL16SIlnzdfqJt67tv0A6ubW3VfImdzFEPD57AuQSTWrOlWwIBX1aYh/DWlKjDAPJp5PVasIQtmv54mA0locqBOkVb2KgSQdQc9L10GP/I5EE4NS5kVmqqR3qgV+NE6noZ9H8SZCll6KqP5FFK4knAOxydslrePtkjjGNV1F9hPrbt9mSXbFQKCFvSUXQpet7BfsdzvO3zfWSaJBccDD/4b5Jc8js7gP210VT0ozOJ79EBCPYQGJzkk5m09/JrBLvtl4zGNVclBO+/VSzitufl7X+4GJa7UDwSKdhZawTQlbkokIAlTcl2nKOYsydHNynsosbBO+xCorK+i3vBsQQkB0ZbKV41c8hGJ1elmxUIRGUYwld6RuSmCOeFswbi51vxPDH6uAtjp3/9o8C2vlcIzRGxzg0HC7zy/o/7ps1fCZsOiV3Kj1EhiEKZ7BGCMADfw7jkog7Z825jbEdQMEPA4kBvkbmW1jYvS/GPK7iQW0e56mGE2v7jxff+e3eoDC6IWamuFLRJVY58xMotyNiHMANav0ccnHYCMZSI40zxiWM583UnifER4bjuuPACIVkZmxcuC6fNkby3khG63qroMrjYvI8CVlALZX4DMydb+qIRDWe9n8Bic4YDQGl5F+El/lELZHtTgGk1qsv6d7vSD459x2b9P7yQeTie07f9AftbL3CNRFgP8iAXB1Hjf+QByjJpvv0BrJ5p7sj7lrmPWcE79Bj+tIZfRwnlUEwIcBufTs2LL8WdZlR1zLRlPWjoHoFlamDJaIEAMSVRGY1ygBrTYbRq37IOlcJ5NF95TqV10ts0pDie4mAVSCi+Rdp7WmeMdIngO0P3kLnmGbA04JMssnWVh5SdGhQyGRvNyDTVTsYamdY3zzz2g6pS6vvpJzVVm96NCH/JOIluBam7FsM+i6v17dbWIxA4b14bN0x1HtimSLGbZa6qsQaqYcDIBYSzm8eIPzbtQuO0eNtFU7MenqQXsT52lIv8N+P03U8vZv5aI2vepPEpS4JJGjkGRSIa97DO1UB4ZaTZIN3iHNHmeBTr82y/iKEAOrTRVYKLlg5Vu9hFUJH6O9jg1w9RaUr23mZNE6OfkFpTUcR4DW1Y2dYHDfEBHoa5tM+3dVd/DhHC2b4Z+9EY0C97yXSBNJKJSinSRogbFBBQAJwx56RV9mh5Yma7d1CSgO+plFlo9cP+qVvQuntjsWl48Me5ktAfGnvff/UKZh6eHjWjomvCEZwYdgGwcQ6eJQtkSkX4xHrMazoQXl1xwAzEO97EhGvjMdPq8mmbpnQU8ys/Srrgom2h3K13wJIs0JsHK201qgDwO2EC6iYa+4gE6MkcfOOa7rFe+aFLmnBYRaBHms/Bd5ztLZ5UAOMGczbwNnta4fdo1em8fo0nHSUYjRMI3SGh3a9B/cxNXtMRNwTnuRIA+jsGiCIoi0hiB20670jwnqNeuF3kJHKQrF2YPiP/CeYSVCIejAK/jJtcXtyAW1kcOy2l49qU7oPBSxWhXETv3Y25fZ0Y7dGJsoSLvnH3AXuk6Hwaw3gbZhmT4/4kZotfw4JO2KV7U5LFNfI+6ssl7HbkfqkKb4U38Ju7gkfvVGn4c8fN4TRyOSBBDhigJoVOu2y7sXnUwiog8dPWQ2oidUb/P8z9AnBP8kta/E55b70+6+sEvDNgF/GunmUT2/N6aKL4jiKl3E0CLedv/sIbuQc8MTrzMjq0xPqMO0DckiwTocDlzNLF2G+J6FpLgylRE2jsxQHjOCnF43k0ZJYhxUjavh3behDqJqaTFRp4nPg+SqIGStYmWdzVSKedT23dUgB0ak1dHD/XX4fmfg/lS4yzDdkl7WMtnlRWbI95cI69/2RVx2NWgGR/L2AiwXfeSioFRhHSVirOzpbrdgYtpZWcoXgwUv4ye9LmDyKo8WhjfM/ZHxk8nzUUZBH3gU5t7ewxyjmVH9vkEBFwzwyHtTtCp2JihgTqz2LijZs9t17cd/Qcpi0hwdwHYb2uGBUuoM35ijjxViZb+6nF0f9iK7BzjdNtL2iyotnxMTYgdGKgmn0vPQ0zRZ1OlGQaCg8icdYBO8dHVQzidOsam4apPIuRGNCjRts6a91RZC0MX+zxgX6MD0fL5wFBVM3V3UhDErGkD+9NY/5AZIxir/hqhhQc0FlUS0oV1r0T7qFdN2qFuZvwqcpJvL2OwfxbFSQWnVBuunxDFFOXNWlfwH2lhtc9phE2qZAbhILrmVIL3kKfwdq0LcUO0TAbWq6u3tMDFqwi1RnGONXLtiIw4J7qDa047/3K/53X08EbnT79bNgqOzuyMv4XIuT1pzjyligLhLRIvtBbXoYPeRIwAoBuks+AEj2Y6RR5Wn0M5GzzRMAW+/i8XCbGsXaKJMQX3ANtRLkA5yeCaUrwzSEUHetPWvl2fcW/w4goZme+Pnk19Hh1TDyI1GoK+KO4cqo29eDixpIa0hLsUcihLfU5xBJXwtDl+VAiWDYuYBnhfhhsArT299IErjvj7PR8DI6PZP4DnIJMWi73CU80OvvZzJRm8Wdwluu42qLMO346PowqduFK5HOOV8G9EiIpVMfGYwuYDKmpMp4lg2CSeO16M/kA/5LleMb8XeFRkfb4GpfSAM6Gp5255Ww3kPqN26BrA3bhwTK1VC6DBLuNziqLSRGDqAwt1Cpy9gqesc2YRsUedA5IlOKGfAPM3m/VgQ5XdKj+3DNG1hwRsDyG1Q6FfDTKxBPpgpx7tQJ3S0vXZJPKx+tuAsaRV4QtbwtiEHELHE746toYAWdfLnmsyMnDUB6/zNx1N1lR5C4e/QTGsR3aRA3h/7oPM5oO6g+3kpAGAXuPHAmSMYawfzezt1U1soqWkMDPPrkKaj6a2nX179wrooLUDa4PXbrGW9if+Hhep2eQah06IYa/UGXOfEKtYWQSfS1kgM1l8J3GKLb0545KBYR3x3DyCD9sBIRfhZqTpaumt54NVVVxM/ihBz+mq1Pu5R5cOSVxmmx6MS3y9ZOS0rAdBv0Y5T/XipqBcTzG4JD1a8NlJxjhjgoGzishgCh8wqgHktyWZcsUPIjeogLsZMXABZ3elCH5cxxLTybAhsCdM1S4mtPRYBajGYaDzhOW/3da7lwNnQ+4el1DGT1unX+PpARnMO9Yth7a3oPOFoLSoOzYRegq5dUWtXRAgZliSRMwHttUDSosCpjt6k0JURzpvLz6Ef4hYoEje/dvY3vpFg16c/ybxSEbtIPm1/RwbvbpxQsRWBv98P0RdiUGzMAhXFBQice1TKcM4wcvpRL4HI9U3jFsSYyKm9T4FA7xfo7YgLRrcUMgl1GlrUJw4IUoPJV1kKhRtGqL5Xlt69AXjJfpXT1rJpwM4D6Hx/o7xCgO8s5EfGtm6310cuAaYVCuP+M5ZHyYWzTQg97u7ZNF0LE8xul2nlBpz41nWVbHpFDkqJyOd34XnzT2NwGfx1NLo7EU1X6jeSYESMOO69eOdEle6NMqeMysn+uBKRmRGdmwdQhLiA5nxwASp1FsyxupjS0wvVTaf9Z7fK6GhcUBPnVK1lahmv72lKw3lTze2kojICPzotXs4pxeCVRxeWm1aNTyhmMEUTQ9vchM9UJNaXXYVQ3aQmnbYZF0cU/dFFfZvZBLnIx/YxIE1+WBrKieeP36f8JU5B83VkdTS2TXd85WlJ8XK1MfMqShIq9vj7xiAy46N0LknlFR+iwKUa5LeKi8lofJH+rtjwk5mXavo3MKY8K6Dd5LSCpQk5pkTYGgblGF6+JdV/hzLTBpibPVRt2gJupopwUziYjOgFpJxm7eSyEEfC6cD7bc6aEBt+D1CCIZVu6ykxRD2+jpfzfbc0o35X3Rt4yAOjJM6veT6w7rOpsepakgGwjhFx3BiOhtwVj5XbjBoMnCDZvegdfUvgzigPfuSR4WCeAIViNo6d1TXU9iy33soCOYSnrpS8KUgC0l2LCWEatMSRLhDB053Ze3bniGCccoimRS/E3O6RT7lVVHGEn2chQWYn2uXCtVhULfEP65r1ul/z37bDIZWd6J5T920OzMMK2pK5i+UIPJ+jPiGia1YqmdHYWq6W7FapZAmaAhlsEPHIQVygby4rB+cID4AneXujWjsA2ZG5jlwbzqcbudZxHqJg2ZfcL3vfvYHuPAi2FY9Dq7Vzl3oFGJtWxOHDviJdYoLjrXtedqgTDCOi2CMgZ9g8E+CwUy/00bKz/Ajt+simt+RVG54GTYEc8Xi7EUmwIX+1AwbQ+1qdRL+KZEvJ9gar+9eC2tSt74z0oM3K98vvAtdl9a7qAriw7zPbIlEbtjMC7pLGyV6w7foVlUlcNrayfhkKFkjs9XSvp+Ig/OO257tsGVMG/2Fje7uS9D86yLSf4ugoNE8d/A4RR/b67/MF0KsJk3PAWXM9gz4DQVGI/9QW/N/13dcqpN4iDyjfEIZJqY95XMlvYgkJ03Uj1H7bhLgs7vFV3yXGz/+iWo7NGkBDrAGmqNX959O+Xquhsd18ZOcuVP4gavTG+AObiRS0AtJW3UhTfG7/fZiD+nesfYU23vXGf1uoC+zSDIBHdjszpTCQHy9JpwE3AsaQmMKlBOstqrb8WIFABdncDoyUpunRz7c38GtyZzKQ9icRyMV/Rey0xNEuEPbK4wuc/4Vj/TZKTnqZ4KKF5UJOPSqBXnvDKZZwe1lYXZWI/ZXyQ26jAbFX7SfxrZiPuuc7HRO6nmwV6vhYHO+Bn8dSY/8VMU1aBEtV5OIDZQWV08wcFQ4cO1olWEi2mMKGGGL4GHQLrxC8iD5dGJkZZx0TYwi8iKtmMzpRbqbkXS/FFn5o/M6wuvCpmSXTk+apScUhz/9C+BrY+5HftrSF8rWQcgVO+Zo58h69hG5quBlIEnKhktwNfcaI3ZJkoWEv1vS+m1vfvduwA8jLXa87ZVVeFYumJv3WZh8tc2uI+UDqw6+dvRfAKhLmGrz7x+0ql/c4HQfwC7h+Llw8saQgKSyHE/LfbwWS0+kdB0B32Qqiwh8KaMD6HEawTFMqiBGrwKkXWputkQzLsTEiJhToFmaa9gbdeJ+PRHaoarACUb9fCEYHBUpB2yDDaeW7kCrQLrs1hdfqwzgzT4VvxQ+vVmQ1PFJG0HMwgflOyhq3YcoT2lrtBFC7PhUveaCOaMJAwHt6DGtyJzapLLLOHE6UcjQJwKcC82HILgXeEPdTWr9AkRFRzEr/KHgQmclqbtOsJNvCnpkrlF1OD4Gis7QCVV7y1jwYDTTvRIfMtoVrwhqqV3IxLGE6HnsRf0OC2cG6pEkba3G4YfDBU0bgGLMMqrCRAvtvD/CIvXAx7ggPdjJg8I2hvYHmRTqSc8AcjoY06R8o+DPGfFZc18Up1avWGuRTFZ1FP1QE/6M8/1iavmrDoetVcFDcXpgyJnwfqBNqksKTiL9mHgeOCjcTqFQLxyR/kXSIwjZiOu0YlyPkIWDwffXCsVFvH33Cjvju7yxmYY5jkjduB+ieUhQWMQg8mN1ThBuhHygE046W2VewbWX/RVkGJAXfwMtW034aaXDJMhy7p+G/4nMuBjswx9E52H//r7INkFxdJ1Vyiu7Y8VJLR2JMPRQalCcOlm+oNewydxLQeAa81RBz+cP2B1QKD0jzedwKQYYG6sRrq3/gyJAkn2oqpT0/JfewpW8MRQ5q55HIfb+0slN3vHX+C6Iud5eOJiPNfQS3N+MLEK44enGCT4ONtq0kjak+jZhgTxcfCOio/BX51SyIHE6GTEdngZuFTJvfW5CCXnO2Lx2tFOQEQwR4R3bzmc4IjoIUq9J3cg+uGq3qV3HFhxyaMLE6jPQT8z7iQrthiMimIgQKEollOlfG1fiLAmPXL8ZNNHl+D1y+YKo9nOQ1KHuvT0jLHd5zay65W/USL5UPUEy10x/3BGUJuvmSLNKl3dcHAgFNLoDArumL7pTxDtv7P2V+9XVtmYpoLgn4qhBDfvyGlk5xNeaRauzG0yZyFO/XbumUnMkCopuJ+8X7VLDmVezweLWzWDgpICc02DoTwN1wIrGm+7kX4H4JjAM40vStbJWA6AodjgFQNFRyT2t6NTc7+3W+UWNYj/LBnDmwj5P0SGslv83lBExGlGHMCf31jR/ncC+xE3bPDPXEHssVmbeO14jyqniRPjoeKpOLkuSsTIVjdDASW2CGBO8pogGgHpq2VaUQfMBj+MECEwabbc3mcm+3pWP9uhSyOAutzr6tONHM1ItjTJLwRzT1qtHt9zGQabud5Esd0L4kQHi34oEd9LQ2egp3uaXfQUzob0e3n8Zb7fYCGKh3l0/9jozhuYU3Ea9oK29AoG4QwUk3Wij0tSDKyUnekZ7ZzRxXOwg12atStwKDYgbKMfe/2O6UfCoM/ORqv3qHRZHvRNkw/GbInPTQHhl4jluFNpLebWJuEngRQLkJsU2FcUqM/Hg856L5GlqWw5mAQRf55WSBK43mME9mqWkOjGVp1+b1qzINudMlPB7/g7bypyPi0+5eJ1Huf+PWU46TlpTGv9hkYih9HIPYEbf0WFRY0j8EA0YkNrlNEyCnFeK1S4clatDOPjwfdCc1pX9oM/AQ8o1e5CsXeB8QT+z0n4FYIsYoSKd1xjCP7959td6bcPW8FjaHrYY+S4GVaBUZWN8H4tWTdEBlZhffItg0l/jN1ixImWtbPEy9Yj6MGq7KcgnXRLjBsDBFVeiu1/52eErbvQbTYOhU9L60kutaWZOP8eoEsmSjOLQrUESkAGVcpXd0QZgJGiSJG8APc646g1CyfYUu4zKJ+9sBiTLIjitNNRVPstmfupE6rv5+VVxfdE8qdPQVWTQDKxdvL+2yVokLTOCJwlsGCuoz2feyg/F0AhB5YjEcvd3+wHzaU8lEd3o07pt2V5nYXKDHfPc7yPLdCsaa0ZH5dDzVq64n8PWfTrqYag/4Nmi65VyH3ERsawNvS+3umbtjOOBzILStDwyRRYOZhItYu/qg6+HGD4bUoUQWZDH+izR8Ma3Vl/Sh8ISrdPQ3yRcXW8T9gdJJweATVMJ1zhGuTLQDwmUsA9quWgqAKubLtNzmDm8tBko3V3GuKVnEFjCL8vA3DHQAPWmUIMlkOhP1votaXDLkV9VcWwxqsTC34srNp0+u0rFhYjiaR7O9YraCtJwpmMeiFKONkOSSmjLb6yPyTMClQMyAVGw44B7jdcMuS5EoHEyGmLk/DCJa/kcd+dlzJcWky4Amen7kbGuMna0Z/aQVch27o74ruu/Fq4jScFVATD4TNePWy4a8/Ht0V1uhETM18fnwCKrZjjk/CjmOOqNcLT7RL7i5H1rr1goVaf37925ldWR0wyH/dMCvSSV/vPg9ZqTpDnu0rYtNciG5GqDC/uIP6UwHeyu08iogptJVjjhta9QwIXiMrljidoI0N05O3Sp9qkakjZtewkUYY7mvfwlsX4uIrLG2aKGYZoaMO/6pFcOiwH5iay99p8ie1uXk+gb4CHYENNsPZ5jzL45fmysUMkbwkTnXwlSkpvzdSAdF2jNLR8s2Y6Wn3O3brFrxWPVQGRt0k7EW8S+dhRdWwrYrpV1FtFJ1wa+Bu4ipU9hxfqRTPCoGljf3CygMkp6BDPNFeCnx13xQyfqMuR1xut8l3fM+ZBJBEJDp5QuhpwmbQHy1VPjtaUPOKaJw44a1NWlecwwWydQHmn3L2u3GdehnZpUb3iQpzYz8f73rEc/SswJVdcSmeub4XEiYZS4smrwzaHK1xbcepX/W1q6dRPW4RF0Mxw7+CFooU+J2BYKGjhjBZ5rpPdn6UIUUFA2NJikwOFH5uhmLtPoBWGK4563kFkhTp7cpagnzplacvQPGQ5tlfSVK6IxQgsc4Wua37NH0Hlmt1pxhnIkw0Q+iYfiLKeADIYmS2DlIVerqOhTPpLrZH7kVeyc0HXVTFHdOOcwKqeGRKaY4qul8BTmcS+y43kM+DxH9TMefwGCxUQLV82Az1woFMjqMyZHCMLXTW/ML1z+rtIbb77Mmao2fOxIDR+MXdM3OoO7Pt+Ol9G4SHp7xsSDZjNvIaFglayjE0EePvFOH57ur75LLVgjQbjZsf6zj8j9aYu9Dy8OyF8+BaFd4cwde6a87INoon77J8l98vnGCiJrFQNC27mTRceWncJ6ec3g+Eh3XJKiaoHUVuPzoJ3O5BkYgoeHnwzA992Mmj+hVR1iW0UdZa/tXh69JrFYiDlNRUMiZZbBAC2bZu2dfadCUCs12cIY2IAbfc+KS6I8iKi44fE+fLQJNtIhkzDS36LbnjPL5eAGF1OED56gtZPV92b0BpV06Yp2WFnYuzSbPPWp+MC6dU9I+LlYR0ApORF95VFDZdQI9Qw8XWsKIjEVTAXsLHKpV3EUjfCphxdknEu/yAfd3MdtY69grbPfj13zDNMgGIJORi25a2U/l35wLg4E+oF5xH6I58nLlkBTsFNsW8AHZOsKHk0TJVc6+RUK1Nz09l+BtbfVngetNvJiyDevxV3I88eGRW8wfFwpo2/c6I7QzRk3hLozoYRtNM05SNyPGLomuea7c8CNf7WPA49VxNbaqKBwZnHg10fzqaTcoKSe6hMGVBv9nxlHDuVwM9qXDK+/xZ9ZBBXbDQ0fHAy8aG1FZhpin0MXUQZig5O4InrJpcUEVAclrbsKG/t2q+lSNY2nQ33RknzfPn1RKCBGwlyeZBtzwnP8xFbaFKJBs5A41Ze1ZEajGmdUXAEk4y4qcNHV0bnr3zqeVLh3PpAD+sKfvHMGBzBi1PjwYw8Fy7TOBHz9nhcmWM2yYNVO4GlKrIjVjbnJlw41amVYrmLugollwpKgFhOTuKQcU49l9xNi/FXAQ5APRQwr/eLYaK5604lWSLH1Kwx7FUEjFVTdYQAfyZWihQ1BgI42KSoa89L6xJgebtDbNBFyR30SDHrSrDCughlSwN1gl2aIVgjVanJRzyP1MfvS2gNQTaohoNQR3fqjQqiYEfV5XxuPsyf82I2Q7kcuzp+Qjjbh+1vw755A1t2HCF0RIB+TMWZbjf6vKLW1XnJPD97ws+T3qfdvH8Dm7gR340G+XS3j9o6q5mZgRYVgBho0uQf5ZgvF7YYKfQWUdFhkBqsCPIhQr5xskBJecm43JByyRBN595kk2EWrBX/TlpyrJItRnIvWzYiUpdTH+IL8x6X7NqgPSFzS6499UKfRn8UT/2l/oMN5NFGbSSFWhWbXrwUCbpIiFsDNW16L4mBt6HuM5zYER0wjsmdHK/BGAxzBYWQtiODDZlEmBBOL2ggzPsJiBWUzKJEjG2HuP6p5Zi26LGuapMr6O8/R8X6ijkKmgjXnZ4pgnIoL23VHzMcdcvsCZ1g8T5g/RhKt9XXBnc4A9TKQfQO4lRUjdH504W1IneDXRMYg3f/a0i96CvW+IaUahzDsOOQvk7VI32B45GQAajwEx53UMT5ZaK3bT3BeWrXrancIhOzFoTedwU9ysBwspTocmduPAfBqJvt/Gx2HDhE/WhgPyDqmayZ/puuiwbju4qCb5taCMzjW9Siz54ykEWUXTwBOELxUvR6mwcN5AY7FfrE/MlxFcOveYc1Fat/Qd/AXvyTfMkdgRv/gJMUCaAi5myNdFfCtNj2ZZppHQbqn5VEnohiXKCjJqubXgZ5/mTHEFe7wlDRXQJpApMLmv1ZyqC3hORoBne2mLOtHag4dlmt5I8eVM5fZ7JK478xiHt1esx42ES0617gHcQFdEi4BmE46HObz/n0gvkxRmNkXfJYPogs4BweF3B0vHsIzcBWI6X+HG4jBKzZcxv5XAfl9I1ubd2waEOcuXwTV6WAQ2CDVsToHCjxswx+lKz989LdRGfNKeUU8TjgFkqNW4fAS4ix/95V0MB9qTIeNLHlnG+vi78IenI/AmoJBfAh6WBvoytna5Uvu23HOChMltUV97xc+rw7Ger8y2lKHN0Y8i6eanArY4NhBwozMAHANLrAJ2jb4teamuS4heQUXYcr32vvmYJYqqw7vKjFLfbO3xKT7dAi9HwQqX7W3+rTAaKQm7HV7ZtEuBSokuFVqjFxCR3KVKv1zph1aHVDv093CXtuHjFPjrwgxaQ4P2YVuNVNk3pniFE75Dw4PVntutp7iOlJ74raU7kXucjJrAF21d+gp6rqsrJpUGIVm+V+IUQx1EHxtrlCMm8v6bmuLQzt09RknW+/8lvWq8PTR81U0NJIY9a3caI7ctNuDGG/6vxHRLG/aOcgKXToPcLKo1Ow08CwwI8aLw4fQHi0khikeYw/k1LjXUstu/v9HtcxmJeI33mFCdIIUT6gxA2jnQ3fmJB7MJAPzXfNAD058h7qUijH7nNE4v5ISxZ+Tq7j+lDHhV2ZS5ryPzU06WNCr3l/i+5sHEO1GoZG2zft1Qz8F9Uz/QZVzWEStmTywJkTuGkGlsfiYSkeqDXfS4HJJXyUi/nRizLH1OAASO6aeyPQ++LudH/Kx+BlIQE7qRLV8pXnfjVaqN9iVdWocvRc1n82GlRjVXq+ApZsAaDdeWyO/L4FxusB7wyITm0IUoN48gi9f8Z05vdXtQOfhZ2eEswKBCnrDeJPvd5yLsfUhxf/NVDcrn1SA4hU0fc9rB/b1gTPoSvJkLUVLAK+ewCmqWfXlkVZxlFo5UjB01nGniF6R90+Q5/Irvcs3mcRuWFyrsw2nxlx65lkl3ixIRqKAFzEdMYMRE9n9WCVorQFTUkHq0WaW2770hKSARuvP1eTYtr5HP3RJzJ+vVh5M43mqHTOU2u8ebu5mJ1/GRKMBo/ZsDIaqoU5YNHWhr8ryvwJLhAiUmUW0sXgP6AEmlOqzjn0Gmp2ypb5/CCRPQ0IJXghHsV/unm6rSqCaifx1q1rGbgHb3HcMktYFEcTY7NXlwMygh9OGFK0YWT6Nj/3YESljUe+IBbdKP9RiTPEBift6TmeGBm47CeX8mN2K2Jayt7RHJ6njrIjDiREv2i2lnPdHPa769qkFqxnqsJHmiwXy2yUolkmBVoBoVaM6mkULnBq4OQF2jyGMZJBKbH6Xa0NOE6Rw/UsIKKvdbexa1a14NZMdnCFqspvEQ8i97TNKlH1/+yxcB70PhqgqZbuHhduQUdyI3pPo8DNyiYW6ur9RhJga8YSxb6/nujfl0XHuRHFCutZYvOMpp6Z3wUXWJZOcxV6wge6uG/U5tMjIioYD5cGZEbed8Z61c99/ftru8kPI4hLoS3cW1dFJbLnqpN7awwA4kl6nCC9Kv1P181jIV+vaVRP2TeBBMXogSIDGmZp9JhDAznLGxBAm6RBOSQr8VATFuWFnCL/EM+G2e1EIrUs1R/xHhm7tayQioHRTpk18RCvKYYMs8Nkphxtb7MAGHjy/3Pc1Iy0C0+QcY2ItKAseEph4ALzD3DJlphxJ0MSUa8f0E2O5kxnUaIQ+9hiiIREWROdiU4IGR/ESr5bc0VpeHKTbj98l6M6Uaq2q12ThwMF1yGcYMFTrzMLs1zqs+bZim32AkAIJaC6CkvOHdBM/fhODBZGqCqu5e6MVBmqpx8l7mi3PvE+Syjl7UZeepqKxdPEV1vanvhMTeXl7EuAjj9yU9bvpZfsznE/JGWelnV+atKYo5gj0DGtRKiaShtg4idvzKKBesg3Flm9ytjz0bKehtjOfUq9IRjbjRv9qdKomeFBLKpIKUt/1ZURHDPKc5BecptrSC9uj2Gj2Q4W/EWq9TFvGv1gu4wGyqewM00uK83laiJc3OtRD+nTW98KDomEhXrQC43W2zgPxOM7+HHZ4XNYT7EG4TqwCPM2wlKut9osIPG+FNerpzOfG+ZHL7+XMT+G48LL5Fk9E9rYvDCau1T5BlXV0IWcd/mBVaygzG/mxH5S19IjXTbK4IIPPPNzeipKnMBRO3NMAKN4OtJ7HSW/P365kZOLCHt3FUWKwsSYKm3FoFUK/PMbdmrtN8kF3a4kS7i6XNQjcBRAV/jwp012rB4XVgr7JMLuTol3b1NjqeNEC8TuDpwJ+TLLb8RVVAFe5x78DHDz5748vK28F7ER6LI6/9H2hC9W3hyJYU0zYPsWjr6OToRJOaAsJumGOssypqQ9y+St4c+kZUorqrmhF2Saq/juZ03SqbmDIS36/kRkCbSwQobrRPV3JaEVFDfqN2+S8GDHfAqv6qPtkPpsjmz/QUED3ZCAcU1wblI+8xOTF85NrmDeDca91xMLC8eCZfkoKa2+5GXSo6/TCjjuikB0eOY6Vgs17tbivWYKWO/lJ/NpBxbXqkOymI6i0G8LmcYSucj4JiScKJPG9pI192MU4jdVCndMN9f9qxHnr5mkurwhEVCar+kwDFhCmM4TUBDslcCzOC598F9FqKj8T0M2xKk+y1475jqXr+p88IKD20vpi5QwHsGgeO0HSVu2fKxsWlc5UmF1pxXa4DRUfknYTUMzxBHgiLf/EDo4yOsDq5klDeyqmnXCbDIkHK1Zot0ZfATfRxNXZDQtpk/MWnJhIspYH7laQlN/2PPst/c6Z/6Uqii27moOZ5KMFqCS5z+R+x0o+PQFOl0532OquightoNNKZet9xqBchnebHcQ32werzOj97/jyaUHU+giI+LCvJatKHZEu7H8Y3fESgOMaohcOLII+Prf2sDpq21kYJlHUtEeZzPPQNBNB10+NKd6oI6ZL5kEggc93u773zncx5sEQ8FABSl6RgmbWGMc6irRk489L9ebfnb46LsVGG/a1bIlO3eABSKVxXKA3qiCp2HbgWcKOZ9RTsY0T0HYQPsohcaS932hYWrPO3hMNjbTpyDec0FmXUrGQP6Yg7AQ33o8OKEViy6F4ONA1GjmeBv4qRNtWeZ6QD/YCOjcgcf9zjlgbMc51u8XyBzvd7AgxlqELnPn84ou4cB8no60Z1DplL0bmN9jnFlvEz5cn2QK6GU8TBryzmlOvcSLrGCQyTe//K/mG5JLENfHrIOLsoGPPdlIoxp/5sFLhfLL5IphfAZPt4GuqfBGXXFnc/6MW4GpxoEOtX1hVFWjbTdOJ7HVvG6jdyNBwAvxWSItOQFwYFTEDlo7NjCU7s2uMYELpTJ0gZuKPnvjeTB9fPjPqFpLlaFIQPyL2bwbCucX5yb1fc5tKCVJ4eF6tJsC+2l89cHpNtpbofmqM8TsBCmndOeinGBH6XwuFmeVLfiK8LmZNHOurDDAh8m/vS7TVGZnl2Oz9scAmeXib3aBqKFC5iLZ4ZSP3t/t0B0t/abLuN6Pf6XeOVodd30X+h2Z/SeYV/tsIPER+oR88jmO1rJiDqANYcxM+qijVm7FTATEaE+UM7IbriPu/JqoXRZy+w1FFoFNf18RYae1V47nbsFWhINfYQNPG7UKIY0kGmLqdrWJHQF3eMeJofct1VLxNqra+arsBc7a9LFol903GsmFQsJyR/HwwiFC+i+xP0b1C8sw4ffGhm1XIQzHhXQgF6i3imUnZZtdi5zrV2xTD4XxK+OMHGmSHsEyQyi9fonRy5nJtUaVXo60AI/pBV/2ch1qYZVCCwXOGBauwS57FUNMWOrn0ihzF6LplvfXPnMAh1RUJIUrF3xcdMGNYQdG32fDbiJuakgEoHLrmB7+fudvuBOeNXTGs+gsDojKHqROl4gzpjpuNjAOBsAwm25WcClstZrzTvUMAzOzsiqzM6+LRLOq2shlNhitUZSGxhkp6Wt3kxDK2E3iZQjKfk6U0tYmQ8hMiLjv0bl1V1ltdfHYqSLs2U75RjN8yFZmc1fs5BJRIk1rGpQBPU4/9IKl5cfD7ky9iB/vbV+CrZjPK6I4vt0lYJBOWxasezEcGINRwJVsQfJxPJ03K/hXA3mIccMQxrKy+e4MA56NXI1J5As9Q2aXO5G6eSou3Ui9LtYNO8RI5PULekP/bPOxWvxO+RHqsjxMfkigOnwJtBzRBJ120kjVvrUvcAFgJsY6ij7JIBsGDlQRf0UH+xholnipFmXyM7G1a4hq6k8TJwqBdKFPh7mDlk6/bqVzm1a0ToULp44vZVBvJ/JoZNn0SL2uRba4fiBH787I1GputsvxNyrYp6mQdPazzQXBHZmZa3b0o+R5hf2p5AaS6Nkwbfe1SkF7Vrrk6bTflrH3xc4GlNBXZGM5c0eiJXzQSEO+XvwfdiK05GWjT8JsH4SCkhTnjgxgM08fRjRnzfFtaDv3QFYz+8Llj9C3d8aM7cNuU/Eu/FzsdT2KT2BVJNCT7XO9jQT2uvwssaSoD1gapaJF8DEduhY9Vj2yGi0JjXz6sYtqLnURHj5+TxPpcg44J2LXbuqq5scnPJqmC4oAoPstrCr60FFjQSkQcwRr1LJHina3eSZsTFe0Buorvas31vgThMYFWdHilBEr+G2Od0iYHPD2Ea+eELS0je3I2Auvp5C4CJ/NEskCpTJL8n3wVtYxECFh0XHeFzVdSxd2kInF7mR81JGFFl28MfKJvs/M6OJJWsTm7KAmv9BLAnHvRGsE926J1ARTu5HE/kRRq2YNZSJ9QTQ81utET4idGfhmbAFBIN777QyRmZnfAs7r/Yju5eJ+KIlwJeDYswdliIsBHuXJ+iPR4L9A0wfc+/9JzbgM77FBHHG4LiJv42WrTV0FqPyDRIwcqH5D0tTdpnlcG4tr57wRAHRWwjQguw5X10cunOECB8srQDW1VdEcI4juUof+tqj87uEj/ps6rwYnWMrol+fqTroRPF4DTs8yAcQ4HONnwV+Wp1k/s6sW9Nu8z+27jQSe8YgIMWEdwC5vssFIct18C0M0csjgzaS4WaHsEpqv3iCdQweHUMNYfGMvkqWjoPsno7kFqgRvNCMS8r2F+hSyohtfxq3sp0oQcTQ3i4kxul5IzCL3ndRQy+TArJEzR8XaK631CMTWItTHKb/EEeT0QtFWbyRvYh8c4H3sukk/g32t+zKzldM3tqKB78iKqRn5qtMX6C9Q+ZGu0psftlf1IQLE+3Km1Yh8xxUxHvM9ZBynXB/RISxb2lUm9JxpEfOfxtnjfgqTYkNaL6YfozS/Gq78ieQ+NaGucAsZrTff90tTu9XgxHqqw4l8BgqGcWDo4JTUDMaUtyhmLc5ruOuZWq77scfQiuVq/uC+OlU5nRfsCXueAXN+3Fkm0tBVxZE4MRCgASJlUNrHDmj7ibal2qCAnDmu7e/ld9sIkgZDe9oJtLSyyk79vNqXeAmovtpd/1CEG6ccNGaxJsT8TqQ8b9xHARnuV9RcQsT44FIaPFtBjKOtjCjKWtKac2TQ+tUlZGES0AYzddqRrSjN4T5h64QxcTGCNJ0vi0rZlhYmcRW07nYvqjrkr+PTwuDlbenMcFU5T2VTUplevXMxhSwckFFg0vAsec5jdGdL/h0DIL/dWNh5udhPTWv3zKCXRF9pVOQBBYM26F3/LnDDgOJToyXCRU2b2KMnNSLkpBFbnG6R5zRKihyXqCJCBPinD6PW6tJsnYyGBN44X7LT7MbY2wPRKsJE+DFJRawXlp2e8UKCi6U1qfIYNhYW0xeE0U6HiW3fOQAWaSbfJZV7YZtoR0S5oRzRu4dD7qvrJ23ZpVgjPmQeum2rAZAce1gMEusS4ifC3V0/WgykGp/6YLbji+rDRSPW40s7d+MKllqehV580Di+1+sbOjlUMvcWAFjtSVdbVGptqI11kUsY/AcXh2/QD73i9TV3ZvFvIfBJIf6SPAH111bmwWEu7A1RtI/4/OZWUTd1BxGke64z7T/NxWFUG4u+bk+XS5nzam+D1oxumPqMsfykWnUS0PPoAOrqTcsFffMuw1HMyZMR6J+/UerbdVKlziOagmwlK+Y/v04bSCCNzQWMQ8sP10+HH1nRImKL/zKl2PYi2tViwVjOwem0Qb8tHZ3eoeMzwSK01HWeI580TijoVI+EVVVW7HptJ+Fz380htc+B2WMut4uWinpaOhD6o9JAF03hMJbmQW80LbziYKpWD7+FSp2S917E3mpzIo6ncN5Gcb9oJCOukmrUOWvdjr80uUA9i6+vr+RlOhFMlCPSrtF7q/NP073t9F9c6w2IDCbGGWk5GLy4mb1tuNLVbYad8XLO4NFYBzrWgmtkvrSToYvxUkXOLDR8jvAxWNh2S3d1gtLzYjP2PuxXGgpHy6R9elyWbIxI+LanAYcPGX67/r+0yy7PttTanLp+DFCdhrODQ1o48Lu999oTwJeWPwxeAhObjABMH2K9gdWcplkmemfrxVVlKLdC0xYQeilVlxAkupvFmJldBXmy36CzWUZYxtYH610/YPQBxoOqn/es+gU6kHzHBi6ON6PeVVid4YE5FW0aI5lAQXXnzGGPxOAsMs/3AM2rniuhiLUZGGJhKLGRHW7pTaIQaRJ6J0TjvNduxPYtRVLd5l6u8RrpvevMk+QQRBYCJqZ0eT84ypUsLGrsGLP1EJQf1hnCLAXclknk0OB/3vKs2CwXUcPJpBK1NkF0wlsqJZppjhzLMRUxozTq/mOgdVY2YFaOLa7eua/7abRCqj5ohXDzoB1F5Ahz07BjAhI3hDMo96NWoTOwtfcWFsVWKgO2zgDZCwv4qrBtIJVruc76A2Ptl2/4qQM5BLQbWgAhGbbic+ejONhqxeHK8CZXkcYbOACE2HRnh87KK+y0o8I6+eFlWsPpAWAF6LoALWeUI3HdN0J3S5J8cbhKjzKgxiZtJOMJskgx63RX9Saf9wjuqXouzf0pH8GkIrbo2VKrC713sJbpntkqmUGYu3xdfYpQr1ZmGxmPYAY97X5VxdZCkgADeXKwzOjm5bEToR42xKcCO6RmxqM4pCovecdcz7OrlGgo0+eU9HhAsADavgb/1LTADcdipnNN7BqyDFXc7LcmKhPhWBMILUOhrI8U1LO0a5yqja7Xrf7MJYi9WXTopj014TOZCnkpsVMk2ZSbgkQdk4Uvu2zApR8b3LIlfIILlmVfbZuWU6lKdKeCDVKg56Hmq2YxodpdUdjjVSRw7JqBPiS/vH80s3q9zXBoV9MoILKp3zuprBsMoUD06KGkpAneAsx6zEisfDSX30gHxfU6CpIldWfdu66p5dhc0urwau3FUdkXan1jRyPpPZmHN1QOXOKYuBfX4l7IY1hWvSvB3OYFYvm8eKIBln7NKoaawk/t8tMSAlqpr3faWjm5h5h48X+o8Vo2QyMXzahMBzCbky3QFLZPWWi9Uhxgj3AhzZ9j5+N1xeyrL7z5fKe97WjeQOFngb1Z5mbeeGl+px88kOtWPdSZ/XJaln8N5rWN8BQz+aEz5PVsS69PFQn1uxi/f68EjSgkP8uCP3Uq+TVDaVhnBl/bYJvsxOdgezusy9prFznuH4aFrBuYtQ+y7b6YICEfh6xyXB6dekaYNCGJiyYwIKkAGrc30Gmh3/ivvY8vqSKw9fEyxN+qKO3OIiVrtVMR3BdAOGCNEKK5HNlq5+Q0aeGYp5F13qAVenURB8VyWnkun+NTEL3iPn2YnxaMyvZENPrFuxG99gGnlCs1FmH9spSnHd+FIW/BjGcABgWZ5u3gNYflfMoYSRLFq0L0Cy+jvcYul9RfLg09ZnOZqr7OQ4ftECfMTA5qKfsMmU1SIUtfaTK8s9KTBtZVtYz1+Q9lErT98SoxacIQqjttsz7VqStTRCnzaBA5LOfUwfJ2qkHnOdPcymwAi/6lDsxlMeNV5xfPxuTwih7rf2d3tKEERQtvLdk2vwKUi3zKE23WXRrjSdWuYLlkOCd1fmDBe8rvb/M3l27MMFf+2FbNZylrn4Dlu0rsFN1AftHSxPdzWC1LnurqmTk5kDgYRAmPo9pi4F7P+mafSwMHISH1O7Xu+lm8mwEzY2APYU0SWlQgOdAunRr+lt7rkShCUp8Cjoa8ehZ+GeddidW1XfzHHtg4qGcidgEeeRyjwGqF40W36Go38rUxe0cshenbXGxzt5pPZKDs6+HteXcBhhwK0JJZfxGungASkdJZ/c/FsuCU5/WcQkEP1+pCZ2MABt5kvKN3ZjHhf9c/ZGZ4aZmg1RPKT4Jtgq/bLN4Ux0XgndArivRl5jkOirB9x0LvXPZxBQ57Odeem6h1jwKg+s5D87ScEGZnVdp7r0iSMrBxaPvFO+c70ZYWATIVfH1Devz9Z1eWYWLkOG0VoCEXBwIu0iMLSZTmMJezyBC0BQFRdJXFKawrPVQR3yBUF/J800rP11ezKuxoTOiHTrrp8uLN+DIF+FEbqtD5Qwr6uQiROkmySGLp8X+K1+vC/dLnv0Ezd9N7nzTU4e9qFVfQzxKvCICnl64mME0R5eUbfzcpX7ehidd8hwN4ASX/6p794FAGNJIQePqR0q6Rl1PYHb8frOCadApWi2RC1IN3LZszBGuidS06aAbIzgmNnQA9DNCvYvZV3ErjkukBL6kHnggZCgi5mgdSGsE9pMMnR6nJ2cTQ27T6XTQyBb6g23aOb26bpgVaGmfknax6QWM6YdVQdlIGX0/ffppj97Hs+OLcccRJ4nNc9XyWfoiSmf83j+CqdJWslVoDnBhB3iIymX4m8SSD4tV38T8Jum99bhjKlm4fGTaEsBIifKPp4DTFeyBXE83AEcKLxGPFC7vJrdp2PKUL5HTBFkHiLPedRkoT3cnZ1GMBUt4lQySR/CAh/6LiGZMFnN00M4sFNn2FlSH2PPaRWqXAUX0a1m9w1AaNGh5peHTKfd8wSPXwrnJ07n4LwAkAXGcGBMAxNI2zQ+Z96hhM2UvLAwZh7Pw0qzxG2PXmm+p8gSt827Sf2OjThFu5CrFyLkBfSANCNdBM9KnOTj+asI9O5IFORqc8F2x6B84ZcTkHKpViPOjaYwMN+p93jVz3N7Mbo3StTMpNqVh4FEjGJpzG1UFh5OC3CGVWw5AuggZJyrhz/bhLvAaIGowBwBLY8hLzAneESvHW5s33F7HVGUX3HG+kdjgsxdzsAez1v4Q4iabO/j+8pm918kOIrVmzdJR+PPqJ3q97BDdr7L7fapGBnAyh+ZFkS+VTnKNOSoMOJofGrqEIQ/WvO/B2CBI0nKpS6BuZQBHv55nbdmX/hgBTo4LlL5N4yIFaLPA2Tlva41WUeYh2luwmIOQhyJmNSmpAQuV5jywBph8yKCknLvGmzjCH/1/N4Tbcp5ThKIZ019XhVUY41yGaQ6SlW5XJDFE5zGk5mO6JBYo2RbCSt3PcJFS8cxy2z2Iu41dPB9JiQu8nXcWS4iwdZKF9qSlM/OAQ293fhHP7IXmthgOyydIm142Uga0KNnkZCD2qwLpzKsnzIHw88+GLRiZD0KH1xWl+L/VATqdfG+MBYEDNchETPbW33ya2wJlr6LPe9JQSevijX9E+PRVdjVquNnEBdSO9XF+ZUwC+NKY8n0EbtQTkY+jTLns0GkXGe2DoCRGyuPTu4vXwogY+QGzTSDz6tOJNs1jEwGJua3uIxoRnvUaUSJQ9D7rLSmiRLsIc/a+KfcfuEbJUA4ByotZlMqXGCz1YOdhL7ZjAsrVS76ylUgQEwZyYsI7oDS1wykTLC0kGEQzvSSeJEgV4j2cZLLDMHYR1pXDks2AQwxOIIuLDPsLrkm53Z19jwAH5L3S+qJIYR+ZT9Ko1TvIGj4dLmaIVX8bVG3c4J4r5gV8rl5SgsYXkJem9H7WuLN53ibXX4hgpL8zrLxADLSBQZWelyKwwK15TADqm27znyhGyfXCjsG4x5WQasd08AfpxZobCcrWH1GJB24/27kNq0WBBEOHpIiluwVZwFQUU2zV6stnGxT6o+9oWe+KXr5dkxhYZM3hAgx0+P/pr6pdnMmbl4KMPvVWqUSqRNzpSeFXHDN+8hGwuODERYkwqMQqI+NJBb//iKH+2ZoaFegKJAJqLiDFdZZQeXLXZqBlC0XtAkVwXwCTGZ//39lOGtvgzBlXFAd7mxLACVyf6iVs1XdUvrUx7oSmfqsfBw7N3ZN+HIoFBQTsKdfaWunevKd2Yk2dRN7FDfnrvnqMVY2krk06M8RpS5simGdWXCWvsYcuZoVyv2ej8NYyEISK6eqOEaM0uqHVsjnq6FMJ/gcvJWNQEJNjEm2mXIdBrIw37EvplyHQUPOZ4vUJb1PZ6+SlHvK/wCZUQy2DJoOeq+UM1Dgz/CsA0ghgXSD8LXihzyUPr6RJjvkIEfr9eboFa6lJxncNkc/V7ZrdX9B2cLn4HIijtATDEzO4ZsPiBk/x09fhhiAGzUGYBHH0Y8ZK6o3ZgrLINRJEyVKzn3f5Scu+d7Fcqx9ItkSWwdDQyedttjZGCg3HDik00aWmn4LHw0VbdC6a8227MuVG3Ekw+jb1HEDUqK9hrre0P+vBegIrlORF1kKA8Ob7MIjdhFfUkevCjJaSKOT84YOt0TIqEKEj2dKLMzmLAzf8mL8xryJmpRsjDkztbbTI1RLup4ZXhIKuBLcva9th84pI/G1TUqZe6sjlRMZuOnVRVyfZoNHO+sjQWWGT0nwQOFhy4o/xFVQ7fK48EZs9HCbfEBgZ6pXzASTLYur/1kZalhBrrufM4CoXoXOcBvBAKVR9dazJfNvxOI6mSRHHLKplpvk+7Ce/F4pXVIXm86uCzv9BzZAnGBV/TCq6Hw30RjWVYlFF+FbCUNFSoEP3hbjj8DxZ7kKumAViYiNZBSjPTEJ3+bMlPDKMNwU/oKMthUsdg3tWZxOb97hsap3Up5uz052UO57S1YV4DJ8GySp8uNwuh2/10VpUcJhe4sY3PsQ1wWQ7C4h3TkxMRplmxBtB36Jg7Kg0/fGSIGsm61XMrMCnzFouNjSL20jdRD+dVtKiV7baLa4XE1acyd+OCtNOsr5Zihxo7mGr4oll4NSaN4bj7lO61aAf463qOoHkMVyO+EXTjPnv5l+UhIa9yaZNYLCyHwYcV2PoWeRLf8OMNMhRtP+NUmoEERIL10FM8V1+xpysh+7MuPOwA+9r68fdOnGdNnj2Df/W485r99SiWnUBStWhYigd4sZfPuh7OZ9DD1/hnfmyrWfrpewrm4KUoCV3dbDcxvYVKC648jkmCY65zJnTUeodxZDqeQFCuVep5wb1WHEucbfQV5fce6J+oWrhcz+gNCjkI5FInoAA+ajxnzp7PxYR7IcF3gYas844ymp0FIP4nauHxI/ridy07Ab+hiCwY6FNL4YTzA6ZvPXEC8jLuRfzk44SRzSS0QtFVcAO/IwQEsquG24IW357xe+rwy6ckPitQ1NZjpzfL4VzeM9A7Npp2LWC/yF6PVkW+pd+wOyl99DMCFDd0PhBFEoeJVoIAF2bo4uPmOO8CI6YHDP6rjpg8YH7eMDHtpAz5ut0Z93kp73Yw94pN+Y5f073B+YicGcy0DW9LDQE41VlU2R2n1gKYvtadDz4Om8AC9tFs3r0Pa1sek6ARghFoweU+5wRQ1smT8UBFzmTnpkGB9uq6CKodP1RUqmfS9VFpLikwC8jj5mEWj8ysVSMa3BdfLFcyAmbNNsOU+t4Ot9uidADGd/SvJ6XJonJIZIiML5Rx668N3OFiWiZkc1fZNMqAk0L5s9i5J4rw8T4O2b85Ve3zHmMiQLUD9OQz4NnZJUfyhpJgtKvMmQ1oEDz88DqOkvOQmTXErZt0IaB4YXOs6I807YonL3dBXf2ezjS+C8Cj7hgAyh4r79Yj6mR/mYxcpaMqHXcLizv8Iygyvfcy7wLOHaPGdBpibrvY/whej3wXJMwUGEDPIjB8bF6ZBs9LVYEPl3TU3gb6Ss6F877dc6s5nUtcU7GjIMJvPMUKcROVqIORERTQAr4FmWOOXyAB/wPoC+DJI6UOXjpUa5Ohs6M3O7RVKo94YH25j1kwK+8R5w11o7GxPJQXambdsnMUImSjRTXsap5wOpN81e/XgXdnVON+I4E5usxvJzOCDOsXOIeu5sebNzUkRBmSsUTaHNrWNqm/Q28s7mO9cvQqbKsGZuy+i859uDB88iNOzpmj9oKtF0ToYAy2aQYKbM2yqRaTbdEuN6ucES/ORAmShPaasy6w1hdd+fYcHQ2bCbTv+6xC/xr9a6GQC0UJ42VRfk8KpNyCOD32TwstVi0W3Dqxwew7mWf5xKGdqTMjLp9yah84/jQXqmU97uk9nHPgqlmbN1WIz78QxHF8o+XbmY+5EeTrkouBQbuXug5EU2zRv0l7kCTTx5pTBhoHRrw0cUC4f20634ubLWpodfkRN8cXUM8qPOjOGu3W01Ph//E4bz01FRMtjzLD9HgWsSiKbxhbqfnZf4LrtRmRx8tNe6sATMIphN6fWm6CU7f9Lo/qLTjgpwb4bP0PaiSJ9YRCBLT0BcN4HuUzjS2tgUT4tiTLQQtMl/oJSwc1impjSqUsHsp7gvdqTo6FNvGDJOfOTCkPS2StTjOhOBrBtwATOsQQWjZPArS1Y9NQEQ+yWzxK/uie8qT88dec76AwPCjyLprRXEr7pUc6Cu3o1vMUp8IWG18BajnfhVfgAzzZ1JC1QOZ9JBy3kty1BG8Yej5dxZNXflJQYgmzyxtLDZOUmDjdUA9DRBOmB0XpWHjq+GOAQtSyYf9QxyG0WAHt+waW9XuNXY9Ql4YywmyfLd/L/PV9ESjYYUhBvaJ+YA1r45OALVOMT8F5mPGLKozv6k/sq8PDgCFdEmIqM71eJD09uoZAxotW2CGDQUS03ZbozweqIONM0EMZo2AnZrrY8yLOsBso1M5hggVyW8X0q5h8Rjq0GHGihKQ6hKNlpzLMJ0Ov85rhsaiYPBvZbh66m2ysOXS6JrbKkUeXAgT4c3LDXYn7mNeqqch08j1yuZFc2PicYsRX/wQL+4sxAPnpJilUlJUhgb2h86jtC8pFKqpgHmhIWbS+y+IP/wVtvunsghmO4OBCz5ycq4//PlZ+uycxHYrKrqKVcZ+8y7IXieHhCatlFwtY1ChtMAKZZGxhoL/gVh92xttGaMoMsXPpUu4UZ8+VU3dZHxqk2PK/ctXqHEcXaukrpyRCYPmOVWEkpLopYAjYaGpZAkNjlRvhtZbG7kw9o8pq90xOUaLza4xrDihGb/NnQkjwEIQ9X2tt2ifQnYO30vYVz7jpzGUabjvIRMvqwz8hp3crXGdMjw8UAkS5iWthmQ2OmqUA526uQDRSxa2+6Gpd/4RS9RtZ56UMRfQ+h0kSVhRsyuDgiLrx/gISpPgvj+MR+oTwHjnWoyMi7sm4hliajBJdvxV3p4OXOyEJfJ5N4RUYl2Hn/251NPmdR6mrkeUOfjl7f5YfE99t//nC1DUtQL3xDoWlIU7pqOiITopIegxrh0VEvFyvG4YZiG9/TL5kIJkKpt65ZeID24LI0RBWDPFh3FLDi3C96IJS8MlEmhpWy33N8FRgWQcQmgA0KdwGe1e81ovhyoEkyEpYJFSlpR5JF6CzJfCPwM6hwTNbU/nsd65klSW01+a6+ChFtvVsg0rY464013tZChQqpMZxR7BBoWSf/i4VaZwZDeyh2Mv0+XsMz4AKy+WP03SsS0WDPE6oZHmR/XgfwEfEQeAsa9y8Kx3tuQjQdVT8y+EX+U9UHm2rl/wPDnIW+m6CRMolvKxbPSFv0s4oKHxlOrFRgG7gaZ0aig921NmAqg61tV4Wlki/YoDUscWukB6Pf/Nc7XndhcrmyoKjBLF9LdjLNLc7gRCfKzijHekQVNDcGmwd9aUyzTEnzD7LLBef24rIW0UK8ob1uVAlrdDlnfsHrvBrUVGPdar0AdkDFNpWPF/LxiiimPeOkegqVq08g3zYwO60d/Paah5aciZNDQkbRF2jgRjZR/MMGKbfg3zHxQToA2azsW6BTBd1Ig1dJoKH/EU5WTkqImPDtVUQ76GYuNwDTZTQLNLZbspnaRSteY+l3I64anjHVH8/qCaVsI8EEfdiK+OkqAS6aXxAi3XqWtovAYvhsBgtG6RJTturqr9n04xkRrIHNdw2FkqDgoPMbHd7u+VYiGNWoVuUmW2aODr/JbKxqOoH9kbpA3hRORr2FyvOYmJ5lWbxV5NjLKHC8gXCodp5je/ixZwR58i/0/AOh0N5Wq7v+MjPoae6kFmDpkM9CUX5xF3/FynTCdr1IS8e2rni8FexsTi5EpUeyA3c5gCiRB8xnPPGdmrAbNYByRwcp8LiI6cThnlqtzQS2G2TOv4oijqPmqDikFcrmVDRKD2b8sR0dkwmXneFz0f+peBEI3uoTVuoGX9nQAsj7FuTw4OYkMUCnAUySCoSFULox5QbzZrFWKpcHwxAp7wibz/g9R0XBBFQ5gp+QIc8vsFq8G9UNOHoR8Ai5okQcWxNsNmFXKbtQrAx9ZMxeF6YtKcXS8/D41N4jKwdR1igldLjYbgWp6Wg97kUUIToH7jtePl/sTO48cCMJDKuTTqxep6PTrAurbjtdLz521fV6WVkBnHPDQGvRGSiV2jKnLdiyB5J/zXe2CbSYiWk/DsGYJdJpL7Y0kI0K+kRDd+6dWWLPh58fNxa4r5iMp4YwR7KM3rgdIt8v21ozz+D1ZFyEz2MrimQJQ96TWAB/BW5EWefnMunJatIaui6OF42CgLALDk+ntHkVcovQ1t3qmGCs+wvJtG5BkLjqwSp3yV4XiMDwx2rALlFqbzswboA0ffzB/PWBr4/G9UlOtcot2gVui2IbsWG830xmuZPz2v4mBzGTh8kDHbQGTyl8rKpa68GUPIdUkGjf+l7lQl0Nq2rFRrtWHz3QVTaqq+iTuNFmWsVWU0svtlYRebwFZD8wItc3QzsEiM8tNh4QP+sE/zOajp7/Op1CTHuVES8355wF2iT/4zzw6xZNTnMez4iHM29ErPeV5kaF/S7KadDwRK86YtH2gptNbSHzoeer8ML9odZq9TTnuF0/bh4sX544Q5sfVJEpC8LdjoVnogAeAYKuZzstb7jPUzHGVHlFbukycan8io2B/wf7leWTKUlOJBL2aIEXUpQ51XAOSLjAWfCI2rzGICqAzvmIsh9CNRsuoLrsNTPii5so3NAq9+5s3LTJqtMPIA+vcqqE6fUQKVm+9yByoxt7uI8g5rqYKRTjstM/M82rra140lyHaYkNOIwYrekO4NHRala65T8f4Iq3FB+bp+Tqbf8xNQHgZRYghJh8DakRC9/Id5eqIZ1jWvZaXeCeKbVAQyEeEMPuWOlXKszf7IgHzyE344gw/4QXXGAbhQjti5CoXyFGrY6R2JKblhCWMYMl4cecqfnpPmuUT73fBLIOhEzGAfNOFD/9PornGkqhCnZtvoCXp/hZju65gmr3cdUT/cIasc25s3Buicjy2WhXcT/lxABAIXY4scj/ZJKzrHtRTahrYtp9BVWZzDNjvKI688GCjjv7pUWAXgLc0B7/pXIlf1tNsHdYEpM7HsIhoypRPSPJLZwA1pGAs9l8Sbv8OW4lKYgQ8bYQNzceET938mCC8m8UxauvYFEGcrRKCZ+EJIUvb1351sHbYet93c79bXOo9zmm0PQWJ174sAitMe/Rt7ASxE5TyhFHtgKqAiCw/C8tGMdo7nWWZAZNNbiq6KO37N+HNa4KkPn2ToQcIVuxWodxuE2I1k8FBfP4cISzLrZlViKDJiUL34TbjboXsjYMKUcK+aT2cSR4KppQSCW/6JvEOI4BKRc5VFeFGcfobEPe1nqYJGFtNlxV6baLvIYwFqBjA8glkTi6/Foh46Ip5mzDDpXxzZZkSzIQIWGeezmyQ7Co7vasgjEv9D5o1q3Rf8pnzwu32f+gI2QO48SwDZDYzlGyi9PkjpUXAvTFCP+iNQMsSAhNSWY/CJlQjWQ1UHU616pI0ojxk5lS6xQ3xUw5XJ3D8UDzDk0DI2H/dwCQ3ONED4H6ftQUIH11N7FidSg5X4rw7UPgHEyjpT9XUQk7VgBwqRBFUV5MjM8PmaBGd01rygMNHQQ9YYwjke6Opo8VoPHp2HM0YpGAr3bPmYHW/elA5MH6EVmqXH3EJX9Y9jFAzwJPQlVV7vN4BoOUB92gxwMq4yPzGflzXY7K+nbnDLL3DHtZsRIVkbmj4kKBFTwZSa41W0pRLKYBBRziAX4cqiP2xruI2Ixz1jYVSsQTWEPbtv1b2xd1tqDKL4h5/uXP0s5xYzvrCtGemKYycLU9tdFN69wuQjZLXt+tQWdPQT0ZqSp16g115J8A3cu6/qP06ie9mj5ZudAXJVo/z9J+EPtRciqMEG1c1lPIb0yX6236eWSosh+tbNixGn2exsstinLXcofKEGEX9K34q/DLFUrr8LzOqY1YRX5NS2mmGzb3qM01eDOwUHrtlDx4GKXCGEsFh6Fw7Gy5ZlasErPqGslqSNezvzUUImNgn5fjHrKx5u+dVtwNyEox4r7XFU0gCX0aeyYL41vThEOuSXYP8ZsxH8qQi765CnEobFAByZAbfdOKR9KvjOGlAq6kKf5uMVhaumvhsZMzBNapTj/GSnPVogD4MYfwEbdDEahEYuDNhlGWyTT1+YfgEqTiCmORC35MVRnP/SZ2nm8z8p4XtzON69YcxnrdO6axYkK9xThXn+XTOgUcjV2hyMZyAJMDg8D+n6FLrktCYb8twbPZ7r1W7vuJeJR4v5qhGR8MIPNCBQXxJwX8N5hn/1hN14VcmynhQer2vuZEvxOQSjgX6rL/yIJHZdTPHYJSRaTQtnijCxxZyPAeHKl5RVC+a4WTleknCqfq55BtaRLVNyaWRBabWzEVn9WIvu1jVdKdv/LJcxurSvHuf79+qGx6r0eYM+q/UAlNcmen7v8ps5CQOFKz85UyuBnrWZ7CTPGpvNHuVO0dRw82opwvLDMEWqw65MVCrif29Ktjf+x4BybhB4PvtBqkBdWqKj63LSbk0akoYTlGuvpFiU0gFgBPo8h8u1O7YL9S22Xk3v4P2awyLryCfEdbA0DjpoTZRoNTYg4YCbvSkMKr1IP/DZcx8ni3twKf78e4BSsz+EQSIC3eB/qJANbVsVxlYsqRrHS9hj53L0sguAui/lV3VC0TEn+6DbdgBsmyFMstEZIOpCEKq1TJd8tq8N0mO4B2rZjM34kowLlB9WvFPrmg2tr9drTLw4WyH2c6bw84Ca7BX3s3c315RCUS1OdcmJkyYb3zxS3Dz0ge68CjQ9F+t5PCjVXJLc1SwRc+6hVkqi7TQJP8osBCdpnl1Pyg+SKF0xsd3Y4JZ2Z4FUkH/knCI2oU0Qj264YQFnx2icl6eI/51zBahdgaIAYXO2QOcEBkEmKzp7zfDK7ofdoiNCNLHe9ZPECB5RQqltW5OyTYwnmDEa2WpkkafOSHL8WAsL8ZydCsgbHTfOILrQfDLpIoazx+BAwKPfs4cHa1LEz360XbZdau8TR+k7RNEIrCVXoO05T37FDyl1ixTHOAj+769na8rSF73Vz6V0QRpj9ZA3n+IBKWJfwNq5hZpXrORCdVLqhpZfIRqmxfceEwDlInZ5Qlfk613g7+OS1zh9Qn21OyTRPWSgH5ejCSYuPPlIzv3YWi+s00bkUSkKmMlIQSkf6VmYZdAAgISAnnSNXY6B5ibLKCd+IZCyy1clFIvfl3Qn381yu9utvEELaxN+BGpFwIyXnWp4pkxu+3CVNgBzMIjY2TieCL79Z+BMD9lLfEtqvc5lSW2fwNfJN2IG29x7GQK/1e7a0QyiBwA4KFuoZb4PeIYicfC9ZJkOzm11dR2JG0CZouFb0aB2Wk3dnGd4AOcrdd5aptDt47hfgePDggdlAGeLpGW+MWaQ5UpoF3IHYLD9DIdUpfwKZobqOr0EhDHDiqnajJp1yhuyqy+J3Xlooz9702/feRhinLGYQvbG3CerTjl9QYxFc+jFP/DPQfBAt6rVnRXJ7NK0KlF378Jpyp/yQDVvV3Z1HIUzGpzsbkFCJhXE7Sd9qDmRSBHXajAYbUfLHAXW6+Pq0cyDPMN0AnfV8l3cKJt14QAz2ecJaFyVgOm/USjYILXDXdijE8U9NVD7kVcm5g0+NN/JsPOvkxRoviArWwQ61AOlBM3OI0YJE2v+UUZXq/nwE9XuxlRM0YSrUe0pgZsILrYGokXcMx/7HeDs0ENdfRw1m0tMmHL0Tm8wn3HbyEIEYYBh93yQB6AoJhv/e3eCxAzSWpy+bkRj//F5pfcs/3H0Le334Lgcl5MdxCdODqzCEFA5Ch2KFGmh8QV0+Qsq4oDPY0q83dM7jUeeKiYdPvJ0U/M0ElHqdqi0eIFC2JyuIzXznACrqWiod+lKKGjRk3TkaSl23ae92Y7/8+ci8rkgNuZ2x5cdyCwsczMFcBb+TIx9jjgJmDF3F2WtIQfTjW0sBzo+hGcXWxe2S/Y9R2XMudhgzwNzJAOJPtS5AwoW5hZYTEE4i3sHCc6c5D67vqha+3OX5fDfGL5t/v8M+yvMdw2eQRT9k6hJ2vMC5NTV9VKxpIqB5+zreYKmkKIOxWvzARDwhQlx3RpndDOz/ls3uR0wvfhy2M8rsf3j28N97L3KHMk3w6YsPPllhigRWYJoxw/qcjF4uv4jt+ufhL7z803I8OFesI3i6wNQ6R/SVrvOvTYV1kTXmv8J54G8VFr5GFjkJvYtliTSD+v3tPqe/sRy9jA4hOCMbKsDSnCrXD63x4n9E4ODxwJGhn6xO7xW7tffqFsFiZv90rSW7qhmrFFLfi3/gyeRTidA2MKaQcxEal8VbuoJbwufacnJhWX8gGDOcF9gW5nBNUbTJNqM2v5kItxjMwhbUSG5wz45JPvtpnuXVY0gxh+XUJLZgOdBbjPyhdEiqmLwAjTBaCBTTHcGZlaBcATWfYO7QbYotZa8vN/XMM8MjFYeIapsQUdN8CmDF/XKQr+TZVau8o6hB213Cs9bopHI/O5CZxDXV+thogW9nc2KNR0OTCMQ7706AY3HWOW6TYZ+gaWGPfQZ9v/pPfNySd5P/4nYY+CvkHQXfAaTnkslppuB73xuyPgoyTDdkr8MMLL7R8Xw+Wx8lIpUkfbAmP8/gg3rlyrVthSh3nZy7a126x9N1L/5iEk7kYU4KVgzaDMDRXNelKSRBcQ9qQpSSG4ng9t0Fma+3QxVlopbzMiSrOvggLxC2s/1lAT70Yixczs3u29ndzJQTMkvwwKPcPyGVYHpDYfiHb+0Vhva8mW3NFWVExaCgLtdLf1z7VASzTZE6aWysJ5DcdgBoaAgls3D2G/uQxqWPIkXC7ZEboB9TIB3XS7aUVPnZrOXrWGM3jThN/669SlkyKo1BmDdgkqan85PsDTHd/4beuzMZlGK4+H1FJJy9AmHqpmmh+S0n8V6bigYc5VFeLE2oTvJZIh0cB8WdcpDozH7SbXvHnGsG0eq6cFodK0AM4mM3KkvJIkbJrt4HROfnsd9hFyN01vAR1cD9A8dzE/FM09IytWzvz5G4U+mdeuod2P1ypfSyqWDoMJMUf5KIrs6V3T7i42uVl2EHVX48r27NKoQk0xMYcvkD19NqnuRY/DKXkL4xLG+HVKurUBXKZycwvXI29vE7vjE+3EqfNlTAiFZooVK1pieFuZnVAmmnJk4xjivQ8djzEx+OiCCEX7Kws+AgpM2VfZAxoF4GbZi/DL7lOiCi+TB7yOlmQrXBd8lbyARcba1sZ0Csh6TPsLMgF6OqZeP1G+quuomf6I7j81rBZ+sCEn0Znf0lfiz9cCMB778V1yiXrTwqwn3PKBh3EL470Jav+nUMnAMPi0A3W8RzZHaLkAlZ/bRhOKB1dxuBVtekdmdBFd5xZ6tzEEAbz/w08+zkZpaVsFwufhT+l6IlY8Aznsi/JZ17HQfaB/dpuPhqa72zxy0T0INJRsoxJV8qijCIjJKSUmmene6G0uD3jJqYn4x1K4vpSZlTQ9vrgQNL1KyLYGGfH/kx1FZxsEF8JWkrPx6sd0FxpfHQ8D/wJqjDqHXLb21blLq0IPy0USIMx5IkM1PShjrgSU9lC+MGBDiK0RzCL2qo52TpQBLED4EuvMSOL2t5hg89y99GrclCRTH9viW+uZRwWGvHk5HlZv5HWuICxp77DfQ4LeXQiD36jAaBaHYNFWHSEFafz2lWWNYXVjRoe/wIK1x99dX6X6XliU3UpaocqwXluPKVXi+qscotWV1Wb1grUIHKrwPIMDa6XxhYYmJYGq/xeHzoe1JDTEJxSNzK2SvxUxGv9HGkd0gCXwcKy32mhosuR+w1M+IjsE4GTqrvREiCORHadDqpOizmhsOXwJqsYpAtGnY9oGgpCDjxMNS9X8fIQczA3DyfoHcnWVaGfhG0FpTo9FM8fai04dCYqMNrkwbA9iqiWQfOV3nBw1CvPNKa0cx4rTkLuC3UREK3yB7599aRVpJCYnP2J421Nour2Iein4oKsjXNYAos7pErc9wgcIRkXm3Pg51Qkvti3QSbaVlqXLVDywyzH8L5UqMLsRsRN5RNgplI2x74XMEQwEBcTH75ScF/pEk4aFspkVBVUPdSPUwSCSoQAEP+eD2ZINeBvuLUdFTtHCP4ALiyTjXCF9VWp/iRNZBa784cBn6lN0H6sm1m5aPkW8E3jWHeZdHlfev8dfZfSOMkLg9i5g3acgpzsKwuBjWdDTiRp8JJaH/B5WLlMDXhwr67xwwBQAp2S4aFz02qQ8fcF4/6cMKpWVqXfgxTijm0a8zhIKQHYljsTLIR5VNm8jYypmakTNHjms+szKXXLc054PLcPJZCixg45NBYmIgjnNvPhvFnabGmUdWZ2lP8EHv0YREidvyGHYGpCjgYgOCs9yPmfSXT/lT44QonX9U/v6uZF+CNIrgIqWfILxbWWUmm9elpCLcnMnk6W2rvexGgEludT6EFezbISQQyFatE3GvopD0kkh0XjKQjIwgNzlZJIRCWIQIO6UREaX487jM/FohcgxvJx62x2vWbeybXXq2OfOPv/XrMT8NtCftbhF3O1EBGBv8rocvSU+bjPPTeXKPFi2TgZMwg0BHNf4ypfsrj5XIfLNAdFr4Dj9QDq5aNq1Oh5WiYQ++qb64uhYsYD+IKPAlp9ViRahpWoEbl9OnIcAqYKJOXeGoxXDeCpNIVStSHERq47v4ufx7Eo022tQcIB+x1XBfLuRFJuJzKpKXy5/B8R1J13xawMXoJuHsTDMZAeO/gNGKZoilpaVtK47QdTKvVUAbDPQY+/yfOiz3gcAg9WgCk00qTfdlrUxxO1LAtWQt2v4GPXqA6SdFCk9Y9BwP72mj9e2S53zvC5brOqj1/0LpSAlNU7IWAys6k0bPoozQlbSDN+4E7UxkUPxiY/1VgrcOpgwDO0S7NLH8u5m7N+FrPh87PHy8tnJoLcxay4EtBvCdFDr9Li9YIpCsOTX2nE36iCfZIh6EnidhrexH4wFrgp/V7q5ccc+AzebZJSkxlE0Eui+XK+lg854vTkvdLe1jPYbDSdtepv4rOR026YZx5UMNR5AvDnNFyZIOkcIkQwNwX7DMPj8ma2l2dSRZybY69+boMGe7qxst7Jz7gn3c/vlbG1pQCmAuHeMnh/W0vYPyO8e90tzJWU2mqOMOEefR+uH7KNULr8cKPww6wos+M75FdCn/H8JQ3at0lCLJeW28GCM+cp+qLv9txGDpfB0onK0l6VgQN4+aUONeq/2B4BQbFHHQTe7UjXMBLVcigZ+EkAOEmRR5cipuseyzBtrrfv2/NsEO5B22+8/vPG6HVlp+SEkDwxh/YIbdsVFBhcigDgBH6UudtKR/gRUQLxzQCURF4JA+tGnoBKsk/Mm1CAgf4vlnqXWoovdX4QwlN5l+gC8OiZLuX+m6i8aR6f6YYENGvWiSmp9aVqAlE8ftISMEqbQEejkJLLlNp8UzlvsfVPkvLipt4gaN+plNHBGtr58o96/OiIGZ1vlBROH4Q/BwmNTPOQfcIxoMIAx5u+TgtPrSY6bIfzvmX29Xa1nIZrW4e7532FobRR8KtLBwotGETwvsqTFqoGW13uLO5u190f0ZrZ2UnAqpsOxdWP8Wd1dM1XrzLZS+k7bDbnFyFm6XmyXDaDrRBABCREnVYxTa+yAMfeYIY7XOqvzywUbG7PQtOdmDEsa/vnidC2tARLEPS1ZhEQN714tt8UQkb/wugfB/EpFhsdFhljvjrhdBzx7RauQC3uag/9OBDOW7ZQLpIpf1NxGwhmE6SR74LZE2SHijUqrIeLKlBcECvSiXRy8InIGo2MzsL1LCHczC0eIT6xGQLB/tvYEpX7ljG/4bPKIwMLEGiQ3SenvK0iyCrUZkdqBfZqn3MUNislT7iUfBFN0eoOZoN/jsOD7YnbELGC7sUACqkpjQjlFonGn2uEtYb0Q69OvKTkiR9WM6Eug7u4H5w65DUy6s2Ozo502rKhkYMV5Gf7D02+BrOhMVT6v6D4lkxK5+3K6RtTH9SzI2ZnGS2Ny/UKsSOnKnsSiiWlkOaZatBvqie0AZGkiNl9opWotVTpn8Kh+YrBzIpJfpB+zLtdtGeRrG0MqEmayYoRgWJUVFvQ0nE5+G6Ob1l+y+g5EJJdhdxH2OUkPyFoUbsBs0SMu9jmdyhGexjToxV9x5NcM22iablnauwBT5f0IhLf6m47MmY5OpDenthlbccWZMdbWCK8yLLseeYHxtPx5KXQkOaF93k08ZOJwsXbrW16OQQniBzaH6zaRMGhDkMZ7kJDs+fJMbAnGx2P5rTiGlQSJLynhKS885nf0+6CQtn1xf0/c+HyQlg8KbVsYKlC3R3l5adDNYRhMWAa1rGPu/t1IAPB6gMGkd6u67GrzNXHuWmoIDzIpOprNoN3Je/rs+LQO+Bj+Fpm9uN8mwcRbEc10h4LC/IQi+XJo6oVcZxXjwIFfRFjkvvfOnkHynjOKOEruxjmsk/9+zRvZ13vLi0Vadi3c+mkLPAs5kkwUkgKGG8gLSZ9TbHYxa07/Enpf2zQ/fld++F+mUmacU1NajGW89Y+xesO3NC30txIE4GINyOOiTnzqiadY5YP5q8Ufo1/85Lxm1d43BQsHszeS61dBbKYGZ9cGgnIKSoDn5GH8mXF2kttQlCgU9wqjMOnMmhHn4UnNY64QvHqyjQOWbWWzHRifrHQV1sgacPNPSUXtrCFyr23/WD7MpbiFv3f3qCMtMN19jmF26LZ1mXyp4yj4UFIPBcW0CKx0K+LQJPM4SD9zGPH2VquLsFDaBu0X9UNwvOC4cA8wRZUaplVmuq/oFprLrkjQ7u8sZinI6vTdKbKHatp1ctknRcxwKA4Ite3BiQ8KAyMOJ3qdScawN3K9fSu/+GyQ6QIvrrtxoWPj2pZI7jsUtQRVz5tGwf9SsHmPdNW7uX3ARzgUlsX6o2qR6Mh5SN/+8V96L9wxbGruYYcfubzF4aFwQO9B11XZLEFQxVpLgz3KzIASzG6v3Iir5Lu8n3fxqGF8f7tX3wUq1QRbvGt5Vm1pWJlMt0HzO08CdeHdmHgtR1h69XY/QgzF9opeHykoJmk42K+OBosF8EayRCe1RgCBSjjKfQQRtNIl8nNGLrPEKRgBeXhPfspSp9VZIqRj02yUbkaQAzeReSSFozOLkE2ao6o6NZBIdi9VWbEhhIdpjtAD5/ByjNrVlyJMK9zHZH4Q85meVnpRSRdnYjsSQaOkj2SLbTojJcFZE0dIOxDeWTjkxM5TfwkyRKbyXxNJuiYtlMeaFltA/kXs9rZz/ukHl4FG8j7G3ltEJkvlt1W4uk0jTQQGkSOAePZu522O8jK6lV40/IIFyrFimgIjj7VsdPjDQKCHCKeLmvDB/WbEhK2klNiVilxqeQ2KmdeAvYl58SZBbkwvoWy2RNx/3JSSSfaExlU0wIvqLZ0D9owofGxTdT570y3UurFw/Pz+TubWEIjk4GAK0+gPL9jcsYAUCBp45vKpqZZcspi/18udTUWVJtg5ZnU5mAJAs2EE90GgfYTGM1eYyhPJfr9nkvOEcnZDhVJ0sUKnHD15wDmM06LHHxWyACPgmbEWeBxkfnX8+y4Ld3uePsqfgl6NZffkHYO9h+TQHgvpfFsI9Qu5fN1zB5BVyrYW3lI47sVH/+H9WPPOSVcNHouevfg9e8DFg0NlQxQdWom/5Q57YglDWaWScsg9PuhR2IUpGPaOZvVrWNlqhe5vQ2rQrnL8CdOUCOXFe+6r7RVwkKZadf1FAiykLcNo2VUoYrVPI4rE5ZI2lEVZNK6Dm5tlDFtIQS7fdd4vnXOhKprz2xxKMBZCwHCoggKJ8Y1Gmo9js8Wrvq388SksRmcI+X/ttjDEmX/GBF9t3Ok4rfXfcpM7seVSpw8juYe+lTzYn8142TuD/aBXvWRG5vo8AXHdsr2mXpGXJXh+aDh62VwWCiVssORr+jRixoI/7ePSlOuKn2qabMijrL5FHn6r1pr4fon+0qlPhAu5PHVj9sb5rDwbhydYGdrJsDxYvFA4Jbas/nlWFoWteUmkWieDr729nbR7Pf6tXjvpWgQh409ICQB+l33iHwIzVTvIjarqX5ircu4SFVYAL/IEQ7vJr9A9L0pDpQKSz1oKBhaFy8ABAvcXiaCSDy1L2UCSkWQ+dc3DdhZ+4gpGmsLNUFb5dBhanlKXRUddMndUCmIzB2vKi8CQfncCMVFKhWe2lO+JKxAjngZJXUmHofk22ZHplROLyJDLhO0XXmqPzdM9FPPkC8nY+d4XUVxoeAoQ1WlxZxN7oC+DnaiA5GYe+PPT6elY0nvjqXTx1hh+88jhqUIm0LNMHy6Uoj+G1e0MjGf2LqT2btsgCmcye0NjDhsuVWi0N+Ps4keQOCan9mCWlaJl9oQqLPniyaUCTKUn0ZFqICS3DN5h9XfXKvhXOa8dm3DAvvwOyN+i+egsNMlJRJVjFwH+Wyz0J3wmpw9bzEh79dDyFVKTyF9sNPFRfDpRqUi5xDt+j2VWBLQcmrYZ83tRQQVwSm8gKoXQCgbYLPJ4DCDn4w6Aq3SpavtGwC0lXlCrvmZs8OTNlhQ28Au0g4Ks6DgWsiI5v3VpiwYWSUZD5MJHTPS0jMkBPfVblHSOUowLap/abtfoAaKi4uhlgHu+akUTMtL2OLWKFVLtTKw0yn/IjtzV3Tylfys4wPzsNe/4PIMJXE7upbsdtZdTCpXz2OSZ3t5HQXEl7vEwk2jM4Na+kP7E97sCTTQhIidrdkVJBxOs8ne65+n0ZIjO6tSx5o4BDi0oBXY35Pz6ks3CaZprG+i5ll2zWto/g8gPdtoB7ZazViX0yRBhy8ZHCtLBPbkX9VZv/uaKpWNVm2f5cWBAmiHfxVSbrz2lvJtjoc51O/F2s1jC5PXB+f+vlq2C2NcuzTCSitoJiBux+yDPxi2DKampvlcuI0pWwBn9LwRxglq62kche8ahN4oqLG6LSMmSnK/bl3NtSqVqvDQr2Ti4Nfv36eo/fV/8o1fMCuyVLuCrzO3sgEShF5GKJP6SNA3ceWujpiTuy/hhU7GyKS2SGupjEtDlCdBheG7etzywsfStJnB2s8KD4RjNZdOk3HydThtty9xrFnsLwCtlPaMHcWwJl5Lcc+Nqq+K2kehgYUJvXgyvqoebDsXl9tMx6dlEudWYfPVVKQehuh6ksj/vMibirIhd4cw3SzvDSsI/1Robn2PFb/aCbrW6msMyWVNN0259Mg902iDjmXmqRIoYyLIAyY8vHN0Egjon+osMHK25DYJ5ieqAp2i+84ZNCJDwuK7UU2QuM/M1SGoeyWHXMWfOCvQ3pNDP+KpQEsPSDj6Z4CIcR9ZhzEuUcJMXCe4/FMRP6qhu9AqorHso8RtwYXCTh3GXcodcVcN4UNir5MNuXkBIYJXJOqlmM+h5wpcLnUQkArUZPYmEy4ziUg4naz/xm45pEucFGmFH7mHu1HUUaWOcYsyQu4JNSMNEBlZFHQzJ5ttTKqnk5B66vVhFjqXLaVIyuIBKSxUBOYgqTC4f5oCKLd79+VgheGfHbf0wdsg0ml5XCkl6dlkKj2FpjsqPffo9Vlro88X9jd9uaj4QS0j8Jl9jTzhkCdIoqKkjWLYRNbR/sXO8h2U7qX25ffPOJOv75rFhPqiiWGq0vQUUXVQ+Z7azyFK9lz9+WR0Z4lASfrTDl32Vqan9OA3f1nWO6Ow5mdlypCIzjj83rY7fjkSy9uQmLPD8k25qwdUBosM8ZciNlo8lK90aiRY2EherpLkDjiqFI1xJcfyySYQT8lTj6dxGaR2tVr3ivZXbWn9OFvsP7Z7iRxi48vr2ZDBSwDkuPKdF3sJmT0HpKGGJ78QmNU1o4pOeWLCekq9qWJOjxXmaX1aHEQsP9OHdN587WcxVIKwN6aW2lyJ3/IbgJdCbE7hNB6ffpVga0mBiphyUzSz9wXBQbuavKOf513irb55Hr2+2PIGrulSFaz0L2xD0LBBZThIEjDD0bz63NwIuwcFZVzl17xoxYBowFo7VvVIAbVxfbbHhfxE8is6HiuCvLrENW2RHZKPbdULgx5lnPdhQcIbb0n6hYhs32MqG6iL8r3U9M+4d3wgoopcvA7HcQ4aycB3loVJXejL79YRSbbA+7t5yQis2UytQ0Lz6MQnkpYU9YxOwGR8zRwn6c7f02OOmNBwQSnxe+v14owxhmrWAEzMzfOFuStUl0ICuZlfGrmI7enK4L6TdbD0YTy3wz0BPevxO7u5n/D/qh25DdsKPV1rNW2wHf2Vn2/b+glIebgSbOxr5iML3ZibwQ5/FoG0IqzpXJ6CjzU3cLYl679TIK/bvHKPurWEEr0HJ/yV3tYhgSL9QbD1iuicgvWlL1Ot3+8QJOO3pBM8ZLAWrCp4i9k0iFf2wlSorRWwt8CFNJBfnCWZj0WxHz990/hVoLd4Nsf3F1jz0Ep+f7G0n6NxV6L3ryBVLVRBd5Y88kNTb9ia7b9q0352+whyPpgR1gOZvFm/FGZdIa2XC0ZTG4wSKPd5kpv5sLMb7wCbz4wZsILdlwyZth0k7ZXCwGMDA7K6W3hDsN+/TX1uoKIjnY4R9RtS7PMTrCXmPpLo19EruRtmfKOQ1dpH/hpS8dyuEiBJkYNkxtWbrrYXf8rG9HpWmKRDdXm1cEw2rC2QT49zwz3mOMdgu7zJHQby/cBUkNYD8ZV67hOmgKYhHTM53a18rxdHgEQa0wP8US7KVjpa4YZqUVxY7DH+X9N0uG4dGcJ1WluFPyMczFbSudhUgJBFPlPFdtpW1tRl/Z4bPc8tdP3NgCv77YalVpDmJTxqH95d9Mvh5ii7SxdruIiodI7wb4O8sP5l2u1c9jpdWS2RM2avFFk5EZUYBJjfSx5HCsfNeo+WbhYx6/gym30Y/cGB/8W6p/5L31p/TAxCtC+opPICzKuqQ4pqhCdxonPiCNxpgR+zp3V7Q0sw3pBT5GzBxnx7t9ecJqdi9C3Oqj1QS05SRyMOuAs2d1LEes21krZyUcwlhvH3U9dLNj8zktCAzGC/9dOLtGrgTYO2PIJSPujb12ONutyevcS7t9/4ibC5vCXHdEelGqC3axO0uu7pTY1wH+Kwfq8qY/PX5kQ2XwXEf+SV93V7ou3n88yaQ+egE8RS6A0fbK7CsQPu76I2vbVDPouLiF0UrQEq8qCJBOUYA0ii/IGF+M4xmZUatnbHYIc9D4uh9uD4SY8CRdN4sfWvfIglFX2epDMvEEmel1XyBLLH/JfSkzv20dMqOx/QossBOOij+jmfIvQQyFbO4JgoQlXouWdKOZQomHNoZIqL/0F5O9eQnTs2aNRzDmyxp9tSVn8IZfsMYTqrIXSjWttsDtZHxaWr9xjhUABFz5sqN3aJXOIgc95FA4c/Z0i14xBAAEJxbjChXdnaajDS3fLYOBywREBoyRI8ezi9htA35P+2nZv1KNp2+95N8uULkyAFcbaSPDqL0pWyD57keV4fgJC22kyOySZKllCXnFy7CDWLCQKRamoH2ujJm4bgQ1WqzET/iuhQgf22VIEDN5qiSAzR3hROfZTAJPjCjIk82oT+XdPPEn/VXiVQqqb+VxYEeVT7fdoWY8m7+wkHdAK2lKUN8yR/6WSlIajEEW53VmhZAN4FDYy3UxeJ/hxeC1zRJS+3EXhpMf80qdRPJ5rPKEBCvzOgp4UgPeUsalI4QgMKHlEH1VTeBpnUaJ/MIUKXdtFncoG9nN7/zL++rPKYrYRF7THLevmdgNssKeMWeT8Tot8Ea1dO1ExWnRJHnJajQGIJpACusjgByqDXlRBlJ21hid053HXRPrL4eeQVRI+XIQeYfHfu/eRKXHg1v3DjYvGiJS2er4g7YLW+S4a0l9pFqzb2lJl8q1VMzX75EqofP5IRlpWFGAnyilv7JYaB9fJ1iIqq1E1YbnKaQtwk16JjjpvzdlCD4wgjMMLmCEYcYqDPV7Tu16geJ3F+4nfvoUq4pmriiRtGb6sp3OfGRO6iqYLnrq57dsAbQ973lXd4bU6pPU8N8k1j7VxO4ZX0AtwCljXBOOTEx6x462oyWXkNE2mY3FyNxO7NPIY849fgmy4GYw27l5cPeSLhk9PoubAwu9383xPpLEQRus296Sq3Mio4g+Gri1YorFzv0rMz+AdI1xZyuK6NRRrpsl3Shf/0LVZz+jhp8ezFPWDm4941AWCDaqbBJyBpRC5lU0aTzG9fqIcksAmgmpL1QGK6ZxGxysIsfLg23P7ABNmLU7EUCiwfh7qbAy/8E3dR6X0kB9FCidGv4cibaMy786T89frbF7lzziWflFp6qjj1xoXNtQXZp0SCX1GWebToedxyZpv3y0jx6HnWibdZIe5voFda7odpV8sBBRYdXBLKdtdZhiV0AQgAJl3kjTwqsCzM2SefccnnV8+EVJcokcnJoSuoX4xhvaMpjTzbzRwk78l0ZYTVB3DPy6t87ybw1lOwH05yBTtFWRCFJn56+46t2HhbHOmeof3fs5Jq//pKkT0Doae2S8FSBRQXcv64TX5v3bZ2kVX0ugQDjRDKn/qq8k96Bp0Uc489GCfmTdoLsLSr/V6hvTea07nhNPazsUivK9cNb0EeMRes0ASdbB+Zuus9+qHe60z9NlxbF6nLxS0nXG0KwrwnrfRw0Yp4X/HGQRT0HIpyR8YtKEpxgGc2PVE7dhev1JWwN+BUCAj2A5Y7UENvhYsqxwmqF/eQ0mKglXidIvxjg/kcBwxZMLGt16TCMEAic+50oNoiwSi3JnYMIJ9tEM477Qtk2hn12jwUazP/or54leYCweEkfdJPn/GIqF8tVX9m2mDNyqX+y71gb6UYbNqihOtx59uUQZx40/3VxYjbv5MWs3tbvNqwQX7caiV7SaRMsFG9NWmsNw7cyvzxjXlzEtY3pybPSjqJvSKdYdcAL/QzI7bCFdgEWd56iVZGDI+9Hq3GFNv6bJXW+vpGBf+QCJdGioyidYPZYSFiftB9iFpeU2Y0v+JJyM30X0EwVCS1qKem5I5Wxnm+Z4L+2mjPdhSe65gsarLfnis7+ma8o56isxRMyGIvpf6TlrWby6RCAgdEnNl0FUEPq29uCp/E39nytIN18JdVTIgW445HGHzlomuKHiAVM4Ig0AzPCcwhzuhaSNkZdLX0/SjqX09JvtXiE3GzY6I8f5m2QG25sChnNHYnpiQ95mEAA2uZwTPXhtHx8sRPTV5CJgOK+mmMzkbWDrb47rK+hENKMjlNSt/fpff09dzXnkr1pwHBWpnxGI8gciFo0v77rerYpIkNnvLhQ0kdH7NzIBtSsvrljk5FpM0B6cehw1djUFQZkjs/1t/ekdPyaDAqDHeq4K7RcEMIGlf8CYuRoQjhg/Ii0CCI9GquCRYNfSrBxjI21urabqrClAd/s6ECYFyM7+aontvX7Mzj/Pm5OB2duOloop65kc7RYuag1Ab74+0x9JHhD9IPPFopcUBXo1w+u06red7k2WMKCxxFSlpbDu56+yYFg6GK+MBS44fU1yoh9zHU46lfFKyG9RmnLS1zjNU1rh6SLkbwMn2MV3OS8oLqqpgK/g589MYV2r39439i8lsw0r7/4C3F3O6uDsMzz3CGAjBcAZrSHXcoiPaU02H3RLJptbHio7mgKpw4iS9TKMPnbdIFfnsL5pVbMrNW09y50tkNibJBu4sKYvIFI6Z9ihgLhCis/flmo6ewShhvdEfifGl3Ny7FoUHwyRHgTAxf+x0hFTiHh0kJjf4HrOYwmZybZM0DZIibbDojH7WVlYx63yJLY7euL/6QeWrTJLpHpKJOwJmKJBHZRlNvaJnRYQQx6IkWzq7eGNN0w6NmtuiVxMTCbOTOk7eNkhqiJ3P0n4fiB4hCjd3jAH6JzGn6GTQVEMYX9/g/jRm3JdJkh/5rOp5CWL+I38pV9fKIaRtmaVCN6kB9HlugVyY0mEFPNDRf5QNyKtSECjm78PDJ9hjD4wdRr8ku1l4UMKgFNdbW8SkBYpIejtVCeX4NZszti4ezckGLOuwAhrNIcgwNjeOIoUDdjCLE4Cj46WquRQsURkzizUA6Ma7GpfxkNFxhWrcy4T2jgrkiD3L04bYE7oWx9QwQNaHp0DFH7LNh/XfELH1ptOdTWL7XDH01JWexwICtXK9VED3CVuOms9Q/okeEf1jv6UTprNf2zP3v0/1ya+tYrbxiTq/xuQTWZX4hDrMMLvADaLBlETRwoA35b5BG3eY/KRMoACgBY3/jMiB2Wu2FWMIPIuBcA2n2HqWi0VNB0gmr/sBGLee3GGkb8ErodyKUjL7tpC+PwT1laDVVkBKObrrBfL+0V2nIlqo8MMQtkA4+MDXySwHpqt6tjGqiwF2lGtbTJvOPi0f3wpZhnwIRglZnG+DxRFgGOQXcICGEsSUYglEwKtoDIUPdmYo3sKgqY/zmrZcPOLftB+KU9aBNCPceGmQI4Lw7klNr/2M25PTpeO3BrNNU+77t1PWS3Fk3H0u0emzWzO8unp5Fd8C8lXzmX1y2E6nFheNoDe2D1s/QeRfyAbbuE1O64bEzf1Lv632bhv9FXF1ezMxdZkZc7Xm3uKghCjEsI1cfABAlfhlzxT8+BtuEdgQeap/EPR1CyR5d9qhiYK6yjTTSKaJ59HanwZy1izbyImUMdWTq14xABo8hGaDisgLKFINh+leFESXqfrEVyl1c/fInr3XDj8msZGdhjYnNum0Qj7sbP9vLuqwEKbQ22PllTJciLoNo6e6xnEbcWXsIuVDAnIQSgisJ6PVNhA9CneL97ZJJazCL9A5AbZsgYA2uxqKgTNym5t8FSDXP5vQCs5izlrj6DXw+HBwQmD2+v9h3G41GS5CxsDN/SZqPJnuQ1zSSwTHXyx2iTwlZ5ZhbmaTytTp47VqZYVIdkLAdKfLqW61zbjJkPl5uNmF5vOSWaAIG0/sHL81aCwWdbeMOBfgdsPmuUHb5tCszXtexDYsA/ZWejq+utMHif5LVTN7uBtploUWGqL7DkmKY3oJbF6M30VtIVhfEl8WsIO0x+5nttkA6+yIN2a7bk1x2AQS2ee+jkxl5Q/tzErAST5d5n8+bLFI3/CNQmETPWxNoj92Yg0Wkhv47Y4Td4TFLOM/+5QOJ22T83BeKrVzlW/xQnUGVwx9ef+FG3SSGwkTL60UcCImJw/rgVmVYqjKwt8bW8NT/rjgGX37ctsGdQDgMnjGrZ+R0jxgmDGTWXiJ83KcoDrQUup2oLMFEUE+eCkR9TDRKzy2MmMs2LKlljqx7E/Cyne2a1TxmjbV4nFpoXzcNnv6JTbjUcxE2pz9JDTJ7nR/w53EHm/6uWUvxyoTlydLFhzEJllqq5GMnHTKH/2URsj5q7juxy+2j9mhLzjYMJgGlwCmaTqQ2Q9QJjbwv0Sa+pDpycPpocoZCFe/nsOkI0xAdAJx9wDhH5I/PYckacrRUkGzX8cMRYE/KU3eXd/qnsVB4mxU98UfymIFytu17u1d41gusOXnr4+Ajaytb+ubCR/polpC8RlQd4V++WSjVRAtgnE7YY4uXGNqFfedzkixAFTJJUvLk2TwZ8tlTaNnwI3v9HFffebb5C5p0j9CEdBvsdMNuZa7CTKmUPQknBUc4irUzhXXvOAHJyjbnQoJLXoWKzwbdYKNArpgjfQ+cUwLEAg7Ee8Ifj47ZAwRnGcAF8uryDifcGZUQxS8N1aYJRo97Wk2ZDRBsfUsuM2Zra0rRilOmsM6UB8asfD1ruHwsHYL0eWcVF0Cuw2z3x+yFJMf25FtH7ma6VZI0goJXpA1SUvcI7cZ0XTWvAIiw4hKfPioBXOFpnYQHvyr6dnszwzApVcj2PHLytujkI5YDVxU8S27xUhJWSpMB9kVmR88Fwyc8jdqtoSqBkopPvwzVR7K/d+fAdlnBElOulGxzqYyr7pGVNlICyinAwifDiScTTk0xloUNDyjzlpJZDaOJ7Btpw3YcLdlb7iCkkKlwFRU6HSZSyssDw7l03/owmQ5vMiREcaEwslhbDzmgrPNotU4hTpP2kyGxND4wcsD6yHKssmEODhtpmP3w8+NPtV+0Kte6QgkOlH2K25JmQqVfgJ/EOKvEaUyNq4WR6rywJgMrVlW+vUvW8+kuwI+uHgowgw8j1CrJm+6TgHOAnF9oWlNAzdqRQPJBPNXf68e8eDo+d2gINo62TQeSHhDX/JzlNmTBIkuajt6bHw4/T6eKc1lUU8g8FK8vZtjPx+Dl3AIr2zgz6vWdqibJ5FtNF57HLn9ktjwO6ZWzvVLAOX8UMty7HMc0dKErMvF2vgbl2z079SKbtXqr0oiz5n9iuYO1ciQ/2c5rrzLL4/qUgO5I1O9XiDo6M1hFfjHQeJoFQvup41scU0h0Q7MpN4QioY3RsW1hR/q6UpYm+7irigGhEuglzQYqantZinRlo/M/GSZL/WOrhBBPjb8OQbkw1X4xmBkdeVc/GA+jC5RxwcVIK1V2qscgATVqpQBuLktMpQKcUBhDKPbR26+J2CAVdxSxZAR3nibEovu4fHx1RRBeWOSQCLiTYu6U/UEAu3WDQPXp4arv8X59S7jbPMGtO4oM3LLdgKTVnXgEYTOB+FiC32fiIvAf3LAsb6DW5rXY0OxXCY62hWq25QLUuTkGbpG0UG04dexdRDYj0uMBmwKzUUZjirFRNXSf7kgdnRNFVxhjKd7nW0Om2a6I+g3dQpmeXDvMvrj/mZ53I8eqlvyjOeEzueVkpixADPO11rq6EtTedRztccccMR/MlHnFskGt36VKcJX1LExFFHF+fNsfaTk3v0gnt5ZIcoIgydQiRfq+KUOTLSEf0r76/37GDKoC2STOfTsqzPM6hjsSPZaY/h61LIxgwGLHv1gFbuWNFcCvg1mJjMKGvjEzMw5sNK25BGHn8Aa9n0MP/6GichXMeqlSeu+ampRInZS76IVZG7vYRhv1TicAzBMGujW/8Gb3saHdSZZRACf2zNSbnPS2ypQlzGLzedniZFLqwTJ7OAaLCs34VIWqusLVwq7EL+MoH5RZ5skN9JSAm11hE53We6QEfeNgndMNX4bCktbLZAEOqk8SKXdLrGAUgcMoC+TNByyIuazPmf900S7NlqtDZHFGZkEcfsLzxjfb9/QGW4Xq7oUpnvdOkkk5Ad7hdRC5g2oTJtfGR5lbf+IFeg+uw5dolY2BS371cfIqQKjpyQhlXPsoCBXI3BogEqcakWMz99Wu1EAhsiAd+hsdFlgE482YQO2gQn5KZOhrfY9JLrMg8uFO3iuk8wb+ZxnXHGaOAAX2E+m/gjS0iE4EtCQCFbNuNzfnprEOz4siK8tZbAgpbHIYGqBHBmamL249MACOrsKRjCYyr0hPYY+1mlYMeVtBVAOoIR0cYxEZBCDDH48/HSVUjSnpGZ05bRx5AdcqkoOIPr7aH0optH/cYqkEYK9CwLO/ymveqb84RE4ru7KRfpoXD8/UQSxCl7SVcbktTeZ9geJrpot7oCYXcYamGUYb17d0tL1qpZUV7ob21/xKmHDAFif7wsz8l55OQ7R6sNqevDNpOlpgAES/Hjsgnl+YE6878MwZn13yex8vZScXdVsuPqpaennS66am/xiBoTS/4aUHLpYuHX66GdQ2dmGSmTZDNbswlsPwjf4pkw2yn34w8NkmahFQzyp8tm/f5oaLNTbB4Bev3disQuI94MrBJcoLpcMxkStX6XyvmbmNGfCXBuvNfu08qLCz28AAGoa5VdN+Kld4g2fMkhIMfdbTbmSKrpEZrk21XjE5jGc6Su6hoMzHRd9KgOwnDQ68QaCCu+Zb34piydK4Je7liqctgnfLhdct6UKnn9OXiou1aAyIl33DQd7E/3eW3vOVtuN5XCTo32lseP/JsKbNK00mlKFRlwKL9UaKocyB2RG2rVok6OHsYZA1Xt6Y2m8cXJmco7k7emcB/vFBZRi7c69hVD8U8i4gc2DMqd6zfTUD09qhp1r2YIP7S3Nvy6gO/rpZIqJv86sjuYW/nUsTYeevRVWNM1ulmItvhxQ+CspDErcaXXmOOu8Z2LEbK1raqFydPhGhoAoAsdXQNyxNhnVj8+4qrHEGLum9IawhsMSqZ3dXN8qo2sm1FaAt+X/bV2oJ6gRw+r+N9h2H8RArlshTG+V1OtTsmmEr9IURSJYyUBDcb3e+4+vdoA40UgpijRlpg3OajA6CKTpH0DxzoLbSiAHRJeulybrve4Pb0LAtv09lUnP9mVJ++BEsMDCx2eHYnBw7sGX2Lu0VWFTmVwISBh/FcrzMY+GEwyDFGaJ/7yA5g5izuY2R/3OznJybjJH8kIPzuEk3mUQiEDodfH0BUfHpzAEIS+1LnTpfl/2CjOrSPhoaAbRu4vVO4PLcS6CsGiWPehjNsn5QeiyMOSP/m1GdI0hyCpWhyIpZrvQ/rHMXMnsK4eQ1CbyUiMHv5YthksgVWrMAZBq8r7uL7rbFBATg/+y9sp+8lYBeU1EEWsoHJL5OnxkVBhCEyY85F6vdOXYIA4TknmXpHxwi3/moqEd11CN+qsx2PMlKOPAD46UtT2cWppouPbB72Xe2ptYU11F4WdvYAo6vWCx+GCfGp3OZmalpZnmmZELaw3WpyDM1PfpUpA7x1w0BHAR+Vy+Dbov9nWVu4LSwKuwzydQwEhnUos56gcEmP8JjO7VwZXi3WczadcmpT8SFv+IL+HzFAshiqt2zDk2omFnJGUnHGVkoPd3uO/ATzxJxgRU7Nm6105lprXSrWP091vWYSP8v1swmSu0lCwR0TYbxOXB8qsM8bJ6dwaiTUXTpqk7gKMf4R6VeSU4Y5+75SoGCLzQGYve2OYOnzUE2KKWg2CD4UXk0S+6flD/86EbJ3N/7pNlGRXOXWlDGJB5zYxsB6pVzKoZN55NRKMUNGkod8VDss7wI4fkPzyJGKsx3GzasRYzITVl30MOpzjs1pkWR5xi7v0WJzia21Ev2z72GM1lVZs1Cd4syhz+BbRzw3x4zX7ze1Hg171et/x8aZ6JyXJRDY7rOhwMXXGdbJBtQPIFQzkhyfMd8ftf+lyU/yMnYculHetsR8OoU/ANJ5Yyil0jQG3hJk+RbuVot7TBO7iWhkhso/ocE2no7LQhlmGIo+XPnkhmxyFS1sqf2Ol8xwrB9MIm1cEL4rNhOk0ihFUYgZe4WXvxD8+OJI4v6fOswFMagMO6Xut+lFnLCWwFwA0BZWbpJAkUX7JCqOOXcGE1WSefH4ZJhT5P7J4qxnx4SYO08n8uYRsAhRIFaSGf7Qd/5BT7FO5rAa/2JA2quL24ASRlQIDBuSt9Zu4Pd+lKKM77TLMRhdFYGe3+eBB4PWEtdqw5P78Oneanmvq56t1ExbNLsApL41K55hXUIgRcH90rqTQtswsOg8/csMedKiNEBUoox9CioEQhV+kWKRNH9FQFEmw2D3hUw27eBz6ZGPjwWF6ouceTqHHCZLC63fMN7D2tMJgAWopjDvHKKZ7PIe+xG3/LJ4rivAS3p5T0ln0bjRpYwpjhUMA9M8Tljk6XEkW9gRFIRgYDYeBKePg8GzYJr+/g29ePb2YhJBYfKoemXuuvJrr1KJQUeSNOMTy6+hKpyXwm+d7PrJNEQdRHoOS8JiFHbcz3nVFSXqNHt4B7PW+0vWyF9fdV/oV/fY/at4cl8i5R/Yy/eYB7ZbpElTnPeSWzLrehXP+K6CG8HRCtHamfhfgL3+15vr8mJ4UbyLdG8yEbShED+NnT7ThEK086zRyYUtmLlSKNQSsI6fnfK8VxGVGDmYXh1UuyEyGdvWx2U8g6fZ47DBCk4zW+T4M9d9mw12oBQCZwvD13zhsJlVNdTh4RD5+NYmemNz5ZjClQ8b+aXBdec5XoU6I7zSsK3KmDRA9NIf46ZJZgjE+7a7fAvEq1pHxXgW0yVMi1kl7ueHII5jzEFtqhNfho4iCCoaAgdvv7nY3ZXtSS6zVgZsDI21RHLTEw4KIw8fF0M5DVwKy145YohqfresNksztBi5ZYPI8AbJYs7NVEphvGjDTLtQdr+8w0djhTMxbsiEchxVpxVyKEa1xvL4wfbe/6fpLyp/oPxGPDGAmjr1Cr4aKc+3EjejlYYvp6jfTGDqHVwyyz7FxTHzsARK04OSKPsfi/VSBkzEHdh5gwXY2qdh5vMpvyyaHuyxHtcpJneXsKo+nglAphSsceONrmRjr90+rn2oLUaBxGa0aPMz6ZzLRrUJlFqNkf1uswYU8XMdGo88lD/RgReHzprp6CiRCbjlwfoa+Pz8ls+Yoe/fxuikvnZ7OUHtJnFfVtH49VQOqM8KzDdZsaHuLhc0/cFDNCIYi/oQTkGkW6pBB6O6kYMsKBDYSPuKpHqSJ0otix1KEiO5FCVWrm5CzF3PItkFQxmxAlBkISOmKFbA9wO7S3ByQMOu1AJMCZX0K6t6xf4sX7l/7ki1yCMX1mgBKboG6BQGfVNsM4Erppu5W7UNtahqc3SWCLmAgGc64DLFtaqzMAO6H8I91YxktEP1WbHCQsJCWZPYwW2RtYWJuDykpReFUePloePj4d7X5U/MxzzKAUNhL1u5ogNo3zy5j991gifClNWjoyw5E/OV2d8Rc6Yr6HwI2ju48sKPG7PW6+MoRU5Ey5ffUmChvkkvZ9WgSLnbfZ5jruf20chc5zezgWOCe8NyrREiBTpettawDbXKXSIjmEsFvFCel07Iq/LXzMyxckz6ElBGgIr7Tsn9vMADPMpGjpT4na2Zde9xXijKuoDw5xnyeRL+kobEOhtefwdxLxk4ZBvz5WgJxWa0wDSj5mkbtzbS1OlmM0gzqyjFkagm/UcS4nzsXUznind9/2vAKRxxhI8Ph+lkNnQALJCfEBJIz+UnJoLuByv5Z/dOpRF1aNjqryFs6Se9KO57Vk+rQ/M7kgQwfpi26mZ4emwLRiWVFI97cvTM32uBsqh1tCy/wyomA6jAz/KiIacCG4Q88VoFIw5+MNFWlXWVcUyu6FAwKQKDyLWp0lwguqh55heEirjWTqGGpWJc6nBUEhHfPIu3tZ17G9kGmsYnLA1sB/35xC6hm6zwHaWBoua8RMQgIBoH4Cq7mxkc81c2roLBWBp5/cmryLb8qQAGiANMONRB8tW2ax7535UHwWHxS3t6OYySp9SMF4DufAGKtEA8Yck4gIsDPvUFf3RlnYe8xlyoYfsqNeC/srLnY8QRj4TQlIPk7gEcpqAjnPf7mc2TIBUvUyILgDpwMO+/veF0Jri35cdq9Qn3C7Bp6ZW0fVkMHjKPbddHb65s0khDOHbVO7xnErFsxHOvAcl1ULSxOK6OBV/iSmmVYE7/KTq6dcuMq5Fnq+fVgJvqUvvSouyQxuU/qNw/18FqRJ4RKzM53q5gI3BYnH9NvmfsvvTuL/yZxn2C9cG0a3XVg5odqVfcM6IMczTknCSf+fvJyEZl8syjCN/1cDvoLi6wnmIJXqYwIupmWGCi/buc9HEX0MthAQxST5ZeIxGyzCSBk7PPj7ijUSulmPFIIsLSUaRTZhMZ5EPhyF9zGFOmlT8tj+g7+h7dqqtS2KdEHBv3rJHB4eHMFQn1QaNqJcAV/zHEL0PM1s5kVCjt5I/s/H0b9TlhmmpYI5+PN9Ck45ObGB7HxW/sSEC0DsFMEsxEv62yC7TbWXhgRgBc7cgm6aQMh8zc1C3eLKqiCO9Rxw6cIboyxNhUCXVIW10VLJ5hDdFqJUqQ11+QGBw1q8/rlIu25AIlLRDOT/cPFogYCfDAaQZduTBs7N4BASMPPxUS66fy1PEM3+U80K3v8kk9+xVNnouzNCRmzE2RE8G7bKRNxC2WdNmakXAtknoJEtKKiyiy+Vs7dynfvix9D4403YCeAmX0LOfcAQavhdv35rVf16l5TaCQwCEpx0VnK7PSyc5FaMHMEVRc7oDhsInFSz+vSK5hJmDILQySrMizxV4Li6x81Awnr7eydV5sa7Sw26PHiKzOyZetjvozxexBQIKSlxmpgoDbwMnFM6H6KqDE9He2IcOrLxCEYuHz5dZX5g5DHq86xb5PfB+RalReQnG5EN9mY9R69ruDWQxPxkjIYZIdqfAeT3Yj8ercdAYHpUMGt7a2hW465zagQUrDi1mKljeQ+a2mmWxfbjsDwDplfJpRsiFkWm9eM/5AEEJhfo/3qAIM6m2JkS/h409vaeJ0877s98dp0T6YmGeOmA+p3BKe/xuM/E6utavTdNHpJQQABscP1FRFSeo+JvQSqcUPT/6rt9zB5Yw9BIOBeO/Hj4NnCTSEHt+9wrAPG/FFsQvORo+Q/t8LQxWD0MWq4BKYUttFtLZbGNA7vVDCY3ZkpgHvYJSlOBUH43PqG1xhzr9HQUugR1/j8cliRsoF4Z5tibDDxyU9afG3PvgonIN8zs53n3ogW+9NHURTyDiurKbzDy//vrcbtRbEj7pemntVrNJtJ9EVdLzP7OMTWMRJ8FKEjED0fZ4hXVtWIqbOrzxgAUsyojqrS7dSV27y8sqbJx0mpVfNsh02N8vmmYKpzu6tDVHiDjNDa3xG2QBS5iSqjFVX6r8prmrxmnHIWoAY92AiDJ8CjFy/ttF+DzBE7U6dIfDQ4F0O3QpVlcd1eC8JLml0hwKBxxqghOFPC3aQ9mT7HB8GJD8vwLIYNi/BLLqEjNR4BiHX+oe7RF1r9dgYKBlBLMpqVUcm8sMrqQcIdSQP6TxXkrFNIwzJ5Y3mvIrOH2ofK5b5BHsy4Khe5odqqMIrxwOCH5XSBXekwapmRpKcz3rsGm9gnvNdFXOKStfgxKAlsKWcGDXSldH8wd7eZ3MWLbZBJ/AO9w29S+5RMs52uC7qLy8IoGZSAv8n3CbSvK4QFXnutx0Zs2lMptrzEofC6Bob4za+jxJ9jhtetDtWdHolLR+SwZQ82vtsTaQ7mlt1kKYR5EKOR6+5jkbF9qLUTvW4XsSEz4u9NY1cgoJ9ufp1RifaBDuHrARqxg786UQw+BhaORb6cc3m/Kn8O2povF0DDjnD3OG/bHd+w/xCM8ghgTxwVv49hsjmBd4bD3suLqp/O+VneFwqQanlFWQjILP43eL2SeaSEDMzngzU2hUT2iRTN5E/wQGFlUjMBrt40DbV9OXFtNEFoUGwQPJa+cPJq2I8jMwWnYq7NnNRMA0NvPW8vAEhgXxkOHnnf8dlG3gyOdOLk7ltb6M5Umeqf8WU2ON8dE/nc790NTYPuZaW8baj6yEXjs3K8Ip2+zlrpmndOlYtqKIMzIl0+PQ0Hbp9oX33ljcPTv05NNzlwm7QPASTIce3xnrfYa0/EhFpnwH+bocz097TZZmKD6oKewQejdW+5PkvmpqgZ8KWL9JJRCsmryXFvvuBATZlytTXhxlJURg6Tp7wcQr6HhLOz+cVAndel7zZTwxgAUODokzWDmPSd3DurPKd0DZKGGjHhwako7HZ4OCK14vcMMxPRu5yQfIElodLrjVErbKSuglLJTclxxVUWzkI3lUgGVf4aABomjXFWxGjUvezxVVWQoAsnLFPwtYvF/nkXGgYYE18if3bKMvrIY2i5KVU3cdvch2BIePtJaJD/yBsdR+ZfAoPfrKOUM6eMRpK/FzLYMC3BdF8JAlcskao8Eimyr7cOQiV78EAtj+GqZ5erz1dBPy7+FbhoSsQTjGaolBpZdsb3gEaqpfaeTKZugESkprHDi55FVutVJzGZsi8Q5iHBVHkM1xF37MSQMohBOotg7gErxSte5QLMitTqk0ScyKg8qRXO3KoeIaWsFR+/DWlAtALyCtnvJWoBz4iSKPceYaHySOnjdOAh1wWnpk7Y9q0Z3uaG0ZRbRGwBnTQD1/GJvBJ87gCvhHl4CobNlaZOZUR0KXu9/sgyKtJJYE2Zp9F9gF6BMizuwaRzkyJS9AmzY//PH9Q5Q5OaDO4g4q3ub4SVDmaE6aJxEUF+aswOq8/x4gVWk0v2C1Cfbb0oJrZ3wTBz72PUoRV1Q+BQ95jAuq7xl/XuYZgJgUHOBEQU4Mu1jTBQ27bWsY1RrI5nWiE1MIyy0yZXp3/rXucCTR/iNse/inWrJY9V9d/xmgaYLb8rU1R+wY5eazPSY0qWfegU/Gc7O4jseLb3dt823bzeItU+b9ZnmaJQlZKjlIi5NKDF4X2R5YKK3JkBd0AyWsqeUGDrVs8KWZd0u8kFHqK5olgUni/idi2Y0QSBYkWzGRdkJnObStcTSYj2pBIJ5n19flDRtEcj2S2moIf7NMh9NKLpA8W7QuPcwyYoA60VM/C/umpkropvcGc8nUyg4ChAcSvged8HTYaABbxM2OVhWJNEnoMzIh2KbNTNuNY6mAKinMScKmKrf9oQDpXprUw2jNCa98vs50yb/dVMm7mGJc6awB6IOMO+6VQkAsjPa6/BebKKKFURJ2uX4ivTK18+JqRADDClVEmqoafh8AojrnGECEld3ih8kbMAsQrocA/AKYDtJxDosWQVvzHPL3vUdH/IHV+5PeerHbqNOft7VsLxBmQdJEpmAI3bbhUWPVJA8a4Gh4njN7H7LaBC3qAEyTh8pbzCYni8UtGBLjDooHeVNBjnSX+OV5wHxfiAWF4nc5ZIYZJMq8LUFIpudlull7DFhNP07xP6jgmL/N8f42QaiBNxs/8f+ljBzfb6eiB0I2Z5vXJb/j0KnJUYrw++TLbADew8hJp5Oney+DHbypt3YfgbDw1de1uuPvzJw/6ViIu12wV0NvpqzOYtte3jAEtx35Sunwza2HdclUMBEAvHfsj3p0NlM3el4g972fYwmutXF+QMY74XvpA6KAtAaV+7R3e5OW6m/HtS4OuZy2ECE0MnBaT3krzG8lAqPqPTrxvOqkc4SxAodz5Ig8nPB+Fq+yHZoFZG8Tp27FHwYMCPVP3e6pUcokv6vtjya8tg8920O2TUoDAP+U9D82WEJzK1AxyFbaANcucAXPZjSnb7mv976RYPop0FJabdOkTVDswUYMx1XNielD+92sDcBSKue47qxFmSHt0/UEWr+HLLJOnAh/UxoNgGDLeL+eWog9auOfXiQpbTmYC9WGX34ulRELZ1dMasmMdVECnuwNSQEKb+VpYiYTj6Dp1VqQX3nFhAsuRxsneI7U94qmhFy7lkYvI+nldSACX6qTzPAm3Glnx7hrZ3x4X4i0mW3hiAQVhiWtHj8A33CtItoixAgdKvDuoWOXeHTgcn48Ee/JmCWFB/haXxwdRG0BcGpQ6EkaqVJOcWqD+QFclUGWdW6Xvwy7S6M266L4eMWwL7fAvcB0IDFS7HD8oTdauBu9YtBoaSXyFHe+bvnc7unI2H/3+7gMRBo2UYqunK/VzBfg0PREq6sP5WHCK/JylyOpzW7zxisgaezZs7aOb2dkFT/PSblCfW8C5wlczaQjKRyaWVFJxniGGtmT3yY+xl1oeT+Qg4r4bSdoxgRoD2WOePaAC5tjVVyem7HXREoWfoKnyTG1xX6/gmy8Ia0bHHQ3F6vT8l2/Iifowl7jR4Yxbr+Vj2lODbWiuDIoEWptO6V0a+S8MPDH7lVq2MOgUQ5l887IgwgJZndGXbTYLmH62MdBv25oBW+trP79rZ7xwCi302W3N+SPfNZdYiSKovYny6b4N3r6OQ77+Q7sn/0uiJ9RHxMZgncsSLAZ3VET53veNWE2PfyOO5vL+/6ZcGgArvBkzfUFtWwbeWUA0jgp88zOo9CF7j1wFAvZfdVxXOCo4LPZuEAD0xFUWqSwvfDzsMM5N0XR1tJZ6lD+JY/BIGunrCtPtf3uecc4f3hkOarp9vMYyc9vOiFG1fdH4+RzmUQU9GQfP1ca7cU5aimnvqTl8Ut4pD3UYYcyAEcrWTzadjWLIaTvwWeX7CBn6wnR+lGXGC52nAYpieNIrFVyxnedWTMJ3I820m6AhT3AtjXjDNA0kIPD9fJ3yRIBFLdroButIXX6Lxrvpebx09qWB3kGjZDOVw0+iH1F0rY80nUvK5MNswmBBLzpWVl70Ed8qbv3xeoyJtYJZuhHqTa45b/H6hUb7BGe1Ox2YuMoqFQjdVrmAoSUTVi1v7Hk2GJe+XUu8me/pLugmPjvXSy8PT8p24JDNTYnd2jSqkR23BUYWzbqVlAkjYIEdcGw/hnN7tdDbCSzqUdiBDKohx/+Bs9E7kCp3+/NI6EcQZWm7V16d/FPC6d6CBN0tJobn9RHgm7K52Jf3cUiVH4g7s1tdqdLgF7u+7NTZtyLvAIEj3aPa/ou3GK49Bttqz5nwV1IW+T8njJEgh1CISN+in7pH8NldtZgvHj7xeVdp5st57I33rrteCo173F0FrtwxFKcBdQPoopDpw9g8VbHL2zJyWgpa3I7w3+H+XgtbNCgbftB/h1/xrEYEN4qrc8OYDtSXekh1h3W4F95G7yrUhRqT/rJ9dIhVfmFWB36slIRRatyWrvCMcFffSZpbXyAuUpE+SlIgWdHSABvDKxdinBeb4BJokX3gSIkm7OdlNox/H9lmfGmBSmHJBvfa+neZI92vPQYnbJES0JjaceQHPqBzAY7oqqvjrC5Iwub9OnZ3kq3R5Osi8ht1+5TiHRKC/Uw7BBFO0QowdVzTeaxLknX+1gbZTuNvaNJsMwfKOaVCxgLVrg0AQEIbsTYnepEljYwv26yD2jacSRaWwovMwambEsREzQQBfpsueWSFiRQpR8Wun1cd3rIbTooyT0sllnRdis5WTovxVI2FnMgAy3KtezGPTZnivZOop9OIcrRVoZCg38QG0EXUm3PAl80eobzIdSL9NyBM5mPfe6wr/tth7aJQaR3oChx6jxfVtD9i+LugZYhA8UBHcq3FCuv/UOQCbqgavPGUdCj7qjlZP2s8bJVgJN/Z8skVvyVIeCm5XvZOVt1dqq5YUrhxy+KCHh8bKGlqYP1OTnBLWw+7q7/s6OfWF0p20Fzproh5HBAv1WvH6ys3tIBIr3UVePf9lMFJxAWQtlBuoB51kR0/GXPaCzDXTLWtQ/7cbwYQAIbHzakdvQVhLC7TFPaXQOzbzQKa5ptC5myVEA5CbEr7iPxbzRTOI2WXtQedQT1s2MQsyl6ikuGjoJWRCKqUGBSYbvg5pK+/w7N7jj+tEjHfacAZKT9R3189jbvFbAHMFBd0MwPRZqit5o2NkJj/WT+hnSfl71xaXterE0gCbfw59aW+1TMp0WrfmjxPZAP4WSRbFAmaaAMqSduruDi68Be7BtbpiCSXYkmXh1rUHVodgYOSNheJxbpHraKLBbwRetCw1qsoEmHSlvQhprSISLv0fOxuovdWws7rjq3efnamZA3A4sQi77JFFy0ewZDkSON9AagAEOYVH1Jos6sGvVVx0VwNDHy+Flshp2fVK4JQQs8KS2BG5P9BPocGLACmMRj43xwgk7fsFbewA8eIV4la90+7sLE+2j/SZGgR21DJnuullKfTSK5RUnGBNpRMInIAXV2lgT96c4vK475m4t3R/6GAJuRw9sVfqouev8TnCLxXlTtt5FyFdoq7okCUR8GGBKy23dozFyMDcJsuLoTzbQhT8aO+V14e5oN0vOShKRwqHxW+PstXOyXxXwpRvJtp9W2ibCF3GpIk+1QKxjj7nV7tsfFEiQ7Kgz7Rc6V9UYimAC3E/0oisW0JPw8CAH9lsEZeIPAG0EByvFwTLbBy5cPii6PFTasKUH1bWb1zCOwpSMRUbY0NozTJebJznM/ptR4PB4FkjNlfPoE1H5gEJldE9N25NOSjNt+gLBkQ3NWOBUESpaV08FpVv2yPGKFgAj16UspMPYV0VFGvy98ndikUY3O177c/YpPaNQWzcmTqZlmJllR61qL49HwlFgUXmlY6sr3aDOSHbpRfD5tbQTxEDcVsOP/AwR8R/UCYb6226+V3iXxX/QI2TsR5ddynvyHTcCuSFeyQHyCV3OVUC83RASJ05QdwN8oaBgBhf3wECYatYcMwU+bTMO6/gagdiqVCQYXcjnEZDCuHnez6MDxYQIPuzpsjuqhn8KkbJXBR0sKNxD2w9WI4Sjjy30PWrlV1mVMXPfMbZrTPBp32yyc4bfJnM2dJL42Nk8UMUfDB8U3O71Q/L761uuNau8a0nPHN7eZLrtdrIR7Jj+RG1k4DHeoKslDZkIQThYblvP+tc6jgZJf25nEiTSSHv0n/zp82uLLHUypso3NBI1AiHx99pu0+8wzPExRKAiORZHVffJ51l1TiH0+0aoQvz3GiKNac6fFdOByFC3GyeB/ME97a3ya58QxXxvpMngTWaHDkli2N/urA2zKMBNM6LR/XoU2j3MNrnlI8ofqVsPj3+6+x6qcomCB4BE0xOxgyMjwkLMzRZh/LEBoG1NNwsY9N2WpzkW44R4KOAsDvT6Hz5T9lBwzC946uv9yImNQEbyeNgkHv7T4TO7qAuyZSD612DUhNGmd+tZuAdj5XaDYQdAY6mWavkqFNR03qEx63ov9dq//9JJ6gEbfEGmd+pJjouTW7DTD/FLpsiB+sfe0e8RKw+3/ppsXzR14Tyal6+acObcrgCQkxdrSB2eU8jylxY9cZX/NanqiIJesLYTlzLcdCcSn6HPwvWgdz62qtpfvNzbd5jS6kTQEyOM0BV409FOQNnGYaz/vrtTw9ifFQ8CpdHTx9O8kY5XvAV8uAwKdVPl/QC91dUgFSkaLZGRFt/RmjKXRDSXu7sXrlLpAtZuH34tCpIyy/rrwCAOMdGf46LUbCUYnxPH819sQqWOtl9VINCzA6wAet2JPmGmz1XXWKHMoKswIBJyDqAQ6LPDTMCRUz0FG6Je2zNe8JNa3Q/ze0GV81Z3pvo2LuiJ4GmJTeZvqg0RWMiInPxypzboGkuphHFrd2meNOQJ4HHLjdKF8gyVXz4ETrAPMaDTuU2mXSWV5o6HCS9DKfOH6UuzPc3U21DNiLJAUjpLPFdNp94iogFxoUcn7AqlVDv0p2T54jdFMqoc7BzEdSQD0s1cpUZarCI8y9/TPrHJ23U6WtuVVL1zOXE2AbLrFAwBiVR3eEVbeHeQndg6RIKNV+KW+Q72eFcnDWjDv/CpgMEArza9mDBauBO399iVMAPpmsXYlEZsVvH29EtgB0xcjZlZCECUQY/Y6MPCfSlAOWeHoeiafz8z+w1SJvqqD+WGvpbjQCpJj6/5hdiiwRutgmMVq5e/XXPzqFKGNmt1CGQIm+3O2vm/noH0rb7u0i2zAIgl82+cDHcZE49AII6L6GObK1SgLRzbplE0ePhRA7QdyueDEjvRErU5RI55qumJL+YPE5mEHf++MScrJR9sYKXMvgzc/IfT9Rt6GEhmCiDi6kebKs+E+817eE+jv59sqYQUyxlPLeEbDBOUXr4qJyJ3TCifX5+IKvSsn3CSaGBWCnhhPZyRH/VRVark/uNA5CBCREDf3VlidY9Pz6vKTGSq9OPCTru2Nh4CBPzpH8HlUHakItcpyni9Lc8J/JeYbyp7NVwq3gNtS7LM6Liho+Wgkd86AFbjdefLQsoBt/XEcj0rZ5LQNR6qAzP0UqVduj4jekaD+Pbe6+QfQIissagUzcUE30DJYnKsuZzH03FcwHKZ8VX0pxJzmRFlxQ8LAt03B5E0l63H6rbuDkBiaQMdfe6Sqrm0nTjoRDrxIBMlq+FIIPNMSbpIMLJQe8nmuFTW08k81crkQQ1S/PzqQZD41jyQn83/JgadkeBbCuZnGn7wJs9HwYOO6r57Z1g0fUO6WY0/PhQMZ3ecmCyxKtCkTOd+N6EyI0/X7awTGdA70K5OUmyVP817FqFOD8d6+GgyEeAO/5L6Oe8ofc91k8Ml0E6vhp9K7v/sDxpQ24KqJJjgKQc0H3NiZmvvWoEa7yLb6DdUA/OF2MXHD9WmDJNZhPx1E6yCO3oxtsxnMXq6cYm74R3kObntV78Fi7kloILCU/FoU8rUrVCsWuf8CSiAzkVrcpFuwNOBZj5vFEQUCKbbhUisB+JdW50m8IlsrcqViJxgSf7bJl/wtgPba8tFd7ieZrfjQpvMAY9w3lO1b5TAWbYlaF2Z6W3Y92QAY5k+Bbc7dxe63RMTZMdNsFCXZnN9rbRFsuaPBkxO35JmdeemLi9Pm1ElM5Tn3VmgVI5UiyEEcT/UiCWjygEIa2m8gHb/wIZ/4gERzUdcmsseig7uD79Me/cXAMJohsra+mAE9tSEZhd7i4DqJWphKXCPxQ7TjTC83IHf83WtPNp+j/mHmWcU0t0omGyI7bGN5XdElfLTRlacINX/M8hXCutBR0ae8qxCejhiwKLSAisDJND9YzA72QDVl+jFdQvyCo9n3AAj5u+BFW8X6WBtoJzczbn+iE0p97mxaQZ3Xm82awVZQNInUnCrIxYRiatft2HovwadMe3MRgGlUQecS70ivX3D/Epn6J8mHhTcTgjbCJ26b9JBuF1kVYru7r6jjRaZ5xduvLXtP1/OdUrZD5+/9mJB5HEB89spJQKa2chQ5WDHwUEozyASdW5mZBAyNVqM/nryPv/pJRTbYrolIeachaDohaRoipR8C0718QW8bmQyaQOWY4mkM/wZeCwkwO+27cgPi6oNbtpwuXVcH8j9+TOaAUDxgwWWblzvGwf9GA7ScMif5EpyFb+Il//xgeuEquNgbk/6QSwJuXQws5E23aqKHd73NruWoIlqz//T6UZz935oSExtYDBZdZIfX7Nrry/IQnCSKss+AhMfpHi3rxCHO0by7JXPHH8UvOsDPTX8JrLZ83ei6xsAgZFmWYjuRuhVKh4OyuHJ/ShQWlh3rqvIHxWTL2fz1LabYg5PgqRHMUTPV2cKcvVH9w+igxHaF7Dmr0GmmHOZb74doHqw47TN7nibFCRrA+QoqxVY2UgI6qq0gNmzG8EXuOQ35zq5NGMEiaLcgH2/ogTKlM0icomQIQajT3x14F2cwKTO+dBV+ny9kB21Q1tuns/nTtdcRE9LK+3WNEAermuEmZ2Q3JcWpSZe5WW+kDzf1T5RDnZV/XFCJcWckTr6ILuGxx4qL9ItCKDOzH77Ob5vkjiksA5WxA3WcydKxve5ycpu2Vr7McuaiWeWLrEfFPzZ/mgPdggA7Fh+YBe5Kuww6tw+MUfZELNInJLePfzLS4JaYpi6LtShzKiodRZfQZnSgXWP2GCVewuyg/E7MlkrPC1E4Smm8iESDRUFpkMQ9oUHxEgf9blS4NtWZidAQQ+0ML6fQ8AEHhbkzbZ4XvdozgD7RPIGCdHQ8wSdaoyXHAPn8ov+Pn3h7nDWfBva1se6AmqWsjjvkVS5ASa19AFLNwLG7LFhOy2g58Ix68UQz5agIyOkg0WS7iCzFb0l5XjzLypFuyQ0cgDc4lUjvuKgGck3/97bpyCx1VMAl20JICk68Mxlgz1XcGcujVNGlJU+IY1sg9IU5A8V1WMdXZBHckKCF/doMm7lxHymAVmtPyTNpjbFAnMwXGBhVWoiO5cQ7w7GG5K1H4JnIuOUpn2NvxREKL7cvbSRBV4LlViKf9dsin8K6e6Z/BpBan7eJ9tJdz7N6MXZvK3uQ4MpG16YMyHtoAsy+uXoVNSQvDwyPwgjsypsVIGoTb7Ctkr1GF3G0PqvkYxvo8QQXwta5qPPohxhEt7XicCVHxazzfMbAzYei0DLJUG3vwRB6Fb76V4ACRbIF/lw2SkAQ3L8fIY3F6YXgd+oBUpjtuV5ScxJps3mZYFRacGL45GkfYu8j2uLpeKIazU2fZvZCVawVLvWtnxqv5tixsjDKGl6ywWzmyokPLWyjZDc3r12tFDU7XQWu9CmU021gwbT0F+a6Qmv7sxkjkzlg68AT1PIXOIrifaAiDqSo2YD16aqKy5fKbOqSfpIjUQNhACrvvY+G/tn5D1FMGv3ZVkrPyRGp3mSuwX78t8aoeLpJ3x9SSZbR3Il7qDVKi8gYn3onhgTB056/hH9JLYX9DZt26sZXtOOq6fQEuACW2zSJAqFgW6noiA+bdzai0FS2vgnh7Ao1Y1e/MgI3nIdZLct4mJlw4vJhC0lmN9+NDXGgafwyYKRE1XCysithSEIMn87WPKl673hrwrTf9g24ETNS8NIdSDVAS/wIzXEvS7pOwTTAjzMa936YenuVf43s6LkIDkQzf0LG3hxMawDtIdfJHB37TjexzFm3smRqA949Gi1PWfUEZINYgh8zk4YBcLwvQn98zg0UH5V69TIk5LNYj7+vEMnNnX0Uw1oeX570ldLhJ1xawgedPJpN5IrvPLHrjJuY2YarrtR0mV+hwJvOJfVYWD2ev+439VIVDP0qYPfwFB66iBlj3jssgoSIpn5UIyY9cte50Bax1rLspebwfu/vqx3ec+qN/blDIDG4p3QtIoAGT29XlPy78/HjgALqXBTQlCg6UQwx+PElXbiHrwzfj08iyTWUYrFRTPMjBBlu4AUASrO63TVx8yeHwvuMuTeBLnA5DO0XqEcnN8yeiHvazUQHmcrqkIipgA03JPLijJg9RktW6EFkTcHa9sdjFsAKpEahPAqYhH0fLeWhpLWoyOVMhBV2uX0EQ180xD1vhtvkbPB/ph7GBgEEeNXOOmS1HRpjN1Wtj43aTgocqlH7m9pRjsQW2YqfujkkG8/TUdhH9o2WE0Y73xJMPR9a+aqZK/tpubDI90jZK2U02kxFDOzWsVTMaY2vAVljLT0WIUCo1mYcOtdJp5A9wBlLOQxCutjL0dv0oR13qlR6Hg3UV8SemdM2yDOTp6rInhx7FU1KmScO8ItK2MR8IMZEkrJgI5BhvhB/ObAZGgMXEsB98ZsTB0ue5SYzFsOefx1ZQSuOj+9O/OT2yj3d9aer1uaNjosZFHyshGmwY8KcLffSl4psFSdyZ6lILObFpVY31gcXC4Jt1k8FaShW1nTxHBMRIys/8hCDtIqwAXkCgr77keoyYlQpt7iFcWDPL6xlD7a28ElqlhUDYFLl1saFnM0ecp8XNRhZCzUUBmzG2lq9HQ79NzxmE8+66jNRLMysC0jgDYbAGNDpLxwvaJgUBXXOZ5qMjcT/Vz3CLc70Oo+RVTQ5J7evY+iwz+od3HzGdUsfMBPgzjoX71W/KqDEYwyCrqUFMED3tWWOIqoFdxz9FnV5C2eGR7WJ1dQMT31HRKt4w/cD3r5otVYFC5AgkaGFKeGpnpVkoooC1JEgtY73LWCUEYomlfELBnfXHwGFiTQpxHr46Cb4Pjhs2fUsEC3FwvR7csStwjCyhqCc6vQwz4g+soFhDTuc5EA16DTx6WIdas//FtnLGKyUyWYJtDYt7oPC6fbAmySS43n4KQzrdi8U1WigQRWXWCrr3uQWLuwTi8Ga8aEWZpXa9WV7xTDsAaVnZQO+hUO5+wzkhEte3Z5t0Mv3XiKo/fGE7mjqqm/AHDQ+SZtJEbnEPX/1zctaJbZg2olIqkz9ctGG7foyJVasfOIbHq61X+c9bBZdXSA9LM4R1ZIsiCMzsZjCONmqbO2ao0cZQrG87XcHVJ6WQTNUd1thvgx/CXq+b7zS16UuELtJqDmMK98kyNyLL92ZPAl2z9CUMxg2xf6E6yzLZfx4qXR2pqMcHjODqFjW3WA39r1SLkg+XNn13jMlZt4Jpnmmfp/ZGtFTq0l27UK89d9eTFW8fPOgIeQKgBkTZ5ONXlSptGPdmsKWFwOPjNnGGhByyFLzzpkRS+BtEHpMPMBW/fbiNCJM5bhIlimw/20Yaj2wGtWdyP0bTOlW4HzegpQJcA51SbqCo/ItbC8m0svk6KZRo4HvM8xS11kOuGdNmjpd+hOXVem5cHyYHSMb6pkj3nc+d6SNdoO2OsALOudIzkDU1l/eJZiL9/9A5++PeYevPFD7HKbM68sjis8qOgpylJvFun1NBCDyCfn1xSWjl+1ROVQ3+m50d0Ab/b/KTgbNt0CTJxQxQi5ndVvLO7EUDpZzU0hASwS5IJgFCgCgCYNvsbJ3ERU7MacuCoL0RghgFTdN+Yhyp6MyGSb6GqCYGZmtnxQbqXQ2wQAGhzB8F9JWCB5yEeNiK/h7rdDy81iYqb+X4CnEtsoYH15331XPa+gVtctKJV94K5fp0cVpeTWe7JfRsNutpZIvs69UeTDM0rZGpZcFxYwNbKqWofsgu9/8HV7XXvuH07RIpDLfzyiAm0aCKbiyshxLCnuLzxVnOUwyTIwAsMwJt4guxZRA91AiE0/wkFzL/w0Wt+Ry9YXXrkWHWBNLah27S/dMJqcauM+/S7gZWAc017gndCAzUd24c808IFjI7A3Q1mq500nQhIrKJwXNVC97XJlVALPfanZYSCBZfZe/TizcgKdDLVk36cKuxLm3o/V2eKUbiKvoD8s9zTKtW6rKY7ADu3lbnUzIytr/+7KwwNdxleZHgU5ctsmrXHpfuFg8yIGoBladPQlrTLI2oJ1GW1cwbDMYIycwFRQi1dtKoR33aC1ZdP/X9LqU1a7/IOEo3bAuxxpPqIyKtAfJAiTtYVyY9rlenROBZUp//qebfvVxThwB+uI6WFwC/1chCdoc/xN2+w2e7ybUGDkUY5m01XeUgiavZtp+Jopm5fyJ9WV2AvAz+PMyBRIoba7wQouRSEqfPYcBHgWTQGJwzxRXkG/+cV3mnJntUUY2qscLXsb8vNRQDb5ZSqlJ+S4/UKdkTziHSjC/eVxeDg7n30zPoX2lx06ADrqsKnjxTdpFyZgZImsPyai4SH4WfiGxsPDF09yUadmVvPvtwuiJQ+z1/muOZrOGmWUR0juBeSymXrfj274J9ZVKxK43WOeNwy+r9w/OESWI61/gLRyEnS7So2g8W4DhT4riF5ZmogMNqxzlgCJqRy1ueSePluCH8lk7vqQ09dMeit4kaY3po7fCqZ/Yyy0nrV7YMl5ytDdGNqb+DdaYkksHs14+7crMvGQkAWFzgAtSpeF1H2KScvhWABscoID7UPVvsQ9qrDYjC3GwWWLucNcbQ/7O1epPSfyzwWIJcllsInDFU56cTYNJVXpLtN+txWlC5FA0ksEtA/JaN+hQuZq9JQQ9/Zdy1cfkCs8w54T2ZeACA5t96RJE+QjIJTKPEKmgkIW+mJzUOjwzsp0PmJdVhX1ddlecHqkfnmzUZ82qxZmwEUDVGf69Kc98A0rkXqzbwVYqF259yPRxvPNc+5Owi9os4AVpEFdrxma4FOVr8nj0HOu4ev4/RZ71RZjrO+7Z1ZOQq0UXD1lEVaZy5k6lsLORo9KI0chCsKpJsA2AuRKdZCkq39Rh9GL36qsW5x9usckapTjZ9scyR61brKfeWGcZ4n0Sw0F1s2sFTu0VAcsQTW2xAKVG2EAxx/Xh+ad2+tQRJWPd/6H2GFfODIRNdV8Ap5PgAqTR/yryfKQA/wfHRy4cUxO71U8olSp8Hin9ylyHGfQ1qEcHZRajQE+gpumx0mZ5I/04mxP3farFG6IgOHjfuvZSe4esRgqIbym9z+YBjFiQh9gsPBDGzkMzjHq7Rc0KRbDu0v/L7DTlS3NDF1WBUmQU4kJj+pQ5WpxEnnk8oeNzndHTTfHhhqpGsbEhzpgOiodds5MsAfNSwh3HLcQMux1+UUCu1GDM87hKlFN+91qpX1QsV1X6jPBEfGoB3rdAf9eUdPY4ie/dJeda2DJIkmvrj/KTaoAwdj+TpczqlB/sLFS+m3+oltwXyebaxfecLCC9JRKO++cds8NXGQ751JuBMwZKoFdVcsaHQhSp84yXruuP1F6qcDVmU5fzANBsjSPyNNK/Id6OzPTCqwB8Se/zvtico/vZKzwEyRNoqdrE32LnrBrqiXXJ8EXkpuCg2YGKzD5KkwyGxkTpESna+7V4d71bm9+uqwQq64qBAB7Qg1W6oeFPq6vrY2AbrNhI5TBF62IaAgXbdOnEO5nEH0Xt2fRs0VS4E1DrosQEYqC0YmzJHPyJJiksaUOQ/XcerXdj4ZujR1/7ijWd0c8F07qkhvfJYn1d5wykQSMMX1P81aVjmTVPdIqh5rM2GoniR4/4K83v/21ayJnEng0hkW9i8vqVCYWJm3m8WmEvGextF7UNMnQSRpXHfUK9W0V+8FERf1t0O4182eBR3IFSHQrtvHetk8otMlJ7Pi+5MnlfRw0T0hJHpredDELDN4X+TOow6K48VGEGhzyCYKk62y+HRmYV9bxIspX4h4Lj85COYXXOlo9cil+6345MPBT3Ov8MDQcVLzbrAy8ON7uOwtqFjHqYcog4LJgBNPaTa6ztC/Gyp33288v5rDOs1EjCJvQTUl2G6+wQRunJMFFJzDwTAiHY9agXKrbpN7EkkOiC41A2kXbn90xHW2/Nbz/BqVbQPJVZgULAy/+SpfcEB70bTWf1ODFdFRkdnPSzc/kdQWrmx94Uv0LMCpUS5Ip6knYFPysWo6VouVYB7yBNRI3Y0gaWeYQZh3VogiLbjWZavWvQ6/iNf02MTaJfWZEhqce+DKcZ/dUKj8liD/7P2HcC1wk6ygUdbJiT7Kp7MDM+riRp1PBfnnYWxqTTRNw4EQ8joF0dqLqpXtdp8zEuv/X+qjAxg16kQgEpslbjcE3zNo3XBu+Guoq7XJUzvSadhKo92Y1uH0do6Sf8NUh2vCYZoJF/HCNJ89qT6voRFDA7MaJnzMfQQv3qQaHz9LtNEZ+RhBEqaZe6K3m0vuYD8XEFvDyUaZgeI+I96GiQP2KeHizQIudrQTKfQrBUCNTotjbtQLs9aYf2xvzC7U12ZFV1GYBJbRoHUBGH0aKLO7OfeXZK377eT2Xi6OQyewzxBN7rMcGbwZxGToyL+Tmz4hSgeaak9cJZKumBp/6O6+t3HlvPBcIXsJBl1n7qkwc0kVfM3zstx2iaMxoqYsNDlO91w5udEBGmVrA9wHTL4tVyckhWFNypneTwbU8S+0Ndd7GcSX0PDYaAFaROBQdp6hNvk0640ufEL3g2nCSezxwXPBeIcUF86sYQ3Svi0047pzqxAhDnHXwSKsVuWC/Q9fPTFU2Y1YWCKI6UKlDc3Zapi54mtPxWB/b29ObGNTEoTBXKxnrADLeGqL1xwNOy+roNfXTFiBufmqCFtgSifaZeBh/uqUzU/J4+R1AzIDeoy0Jf62cXZXNQvUYqTJQiPgAuarQLEIGtOS31nvC2qqn50m9bfBo72c4jrxwgBIL7Iymip95ixhtkA52AeDmImO4dw8Le2VIy7uppmXz8SyOqMgZMjKX4krTgus2NXoe7NRCueUzoXxmu8A4vKjHn1QSQA4U80Z41ZIK/F6wMGJpeQ28+Sp8uSB/7hIKd80O+WPLAzJ7pDPaYgNIjR69sOhLQxeeOAvSkru9za4uwhiZpefCVpAqLr4iD5a+q7KOO96qcpTexyUW3X0KRRE9LtSQSd2Nfb62JNQetE7EMt7cradYAISde+V9cG1EkMze0YfTlg1qpi2jxLGZf+/+EGc8a6oWWq6nhP+zXtULBe8jiJVqSN7FyYKVkAOgmySH1OvoxF3MVpdxsMMGU5W+SSWgoTsWULwqTFT6PFsXOE+2097nzHEr+LS/06CBXqQnWm0oXOkXq1olu8xX0BOkmtM/U1ipqW9htD2HIa/cmniyDWtpBL8Of5SH+MIxgn/DUKCTQsQ4afas4o4kfjiySOu/SQNxFpIbHkESjrjJPGaL2Lnj8F+Km6vIMDR7w+tjs5uTLQ6KMLlVxehFxW78OpBWOWIdv6y5N1vbf8rw0hH5q1jjDtSa+hnLhXmC1WsnRH6rM8MpTYgwr+WBTRPI7OvLJI+ESK/8jWB64O142u5pWkARShVu1MxYTtzzQhPJuIVle+B+HEpTX5+6K9bxsEwFEexkvElOJ1hAkp+2Gsq9T7mdo7WOBEe3T9ibpFo1lBa05nn4HLDlMwTAJ1TAEqhqg4sz80zPm4wo0o7vvnrpLClc5gDibo009d7ZcL6hDiGx4RmgmI+H5x/EBn7CJaGlpL7GustVZ44SabB6CQdykAUhMv2tyKagK8I9QGe2d+wrGkqX/JagUQD/WmlDaS2gJvtMsSItcqK3y2EAYlMZ/uLK4QXRyos8DN49Ch/1N3BplOI/9KnlIsMt3zZU+Wqp4V8E/6dnGZwHCamNwPiE1ZKEJ/OQ1l0GTd+bHmtThY+VaB7v+B2nTHY4klr5f4heohgefnt+zVyPZkEMpgXbYkPuIs0tu+hkwfBvc6RYE4uESOCH1y3VYZJzbVwVCMwGLCOak/7Et9ELBJ+0CInCXHxqMJk1vbXWZAIg0dTTmaN4u2WJChcVql0/Kfl9W4Ywyy03Bjzr12nU9GqqV1y/fValejQbP4aU9/eoyzrlklDgzdIFJ+LxeiiGlUcsuq9ZiVDMbMoEZkftiSny1xlw8Wy473l/8Do5akm1SCNHt/0VWmK/N+ADamTFujKYiHUcue95j8qZ9DROsydtdHNXvME6YMFg3S/w3y6KJzh1+LWEkgLrUbwovOc2X0F/4zTqDqHnX5ZHp4MSKTFpwWAICBi8klWqQdedZnFJZc+5bd3YiCd+8CT+/ZxoTjpvgk1JzPSThSI0UQ4gt9j/auWN8sDHC3+UryextD7eXoRGh8zb9LgPJ0scPvXbuxzLk+LCj/FxMHIBLidOQaoFUGbLZ7O6k09gm61PbHreymAAsFYJL4JfbBjksahgdhiEK3+8C0Nn7P9qvyU75+sXpwpzg+cfuBEbJlTSEsJFkZYCxVai3bDxTgdzzbc0STTfY72xeCE6Bw1/q7nKga1wU+9S9WsvaeGvHSCnB38AXuHh7rg8QQbXfmeNBtq2Ysz86uN8WKeCW3V6ntxZ4KWVjB6dHj8jFBRjpJ2UudaiAnvWHQcBCbUhkwoRZ0f5So/qCgF+Kcj6uJIPAb9QNfB5D4G6Mq6HMFtSMymT50ve7WsBlcdn8iziPOJS5Zkg/Aa5JhEWiE4otxcQib7jQTtG18z/y8FfalwdkCA2Rukj9PHUt3iVs9YCBwsHb1NGrsLgJGgKapDCYrajwIgr+ytt79iHPHpWTWydfHERtvGkatm7cVFpPCZRoRoCRgGkGmDHHHu3kGiYhIDAojFNdqXbic8yx0hq9saaF/whbDmc+zIBFgt6TdaWoS2kVmL+dUCe3qf7ZnAHN4Ih8Y5GjSCvh30Zf1HW+WXxVbF12kMfcYy/2e6HY666PDps9gfD9DCfbc4cHrmJlfhCTDdj7gpL6sujePTA4shG3/nVSQa3vtWdqmzdI4CYFCuAz0F3/t6QPGJNO5tiNJ57r+ebxJ4quBl/hW8qdHL0evevELmccFAbJgPHWSpQW12nTsTejBPz1XoA+ChEMdfW4kmZY4H0mR5btTQOIX7/2DDGrVWEysNbkWoKgVLhSqOddZ5mYpcAglupGWM+MVjqob7RyQXYLDqZQiDGADU8++jdcHsbccPa8tqGu/Ufidzo/xyoGcmIUC0dumGKRz/VpT3g+OVL0n1xBorZApLH9SRi+DyIhFcUYGrItDDnCNQEIFwecN2pJ13BnfeLbhxE1N49BWvEKvmtws5XROIFi65qi2JnSy21reKzlygVa7rv6lLN4i/c53OFAuO8rWknkoMmTsK5PUUgUXJvKdrML0CqOVnv5948gWhC/deQzePXxCHr3PKilcv4eyVYd9b1bSWLtMF8MZUE3Ce/SAYTLfX6xeKjxlbteFUxgspRsYpts9Dw8ZLtOc7Qr/uHx3owBaBchdc4ZVJ3wTk2ECD4tEJqkwweWsFX0o+Y/dCn7CFTOcXrFLf2q/8g9M7U/OmAQnpKk5QWol8sPk22o8RYPCO4nST5dXn8oHufae5IxaopNKBVSnare3bhVHX3w3BTdH4zhPot6MhHmHquVh1tXZ9USG5YaGK6MszwhZDiZ6UO5iHeZAF6TtNvG0DLjFrbRR/YU7eNmmcQEVqr6AoWePYj99YGh6Gx5OYb7r7gMD1atoB82TyIw97BHWpdqSFxTiHwtKftFSc6K+QP0bQkdjOybX7OgNE1ECkH/ZttNBRR7HaMKkVlbxRTSfCMFQNoKk7iZRqFiUKyL9j2vTImCWFCXhaaPeUi7iahXYAwjaNqShTaSg635kwLzhCFomrJ16LFJfy85KK+OmiZHhpFDXdtd8H7iIapMy2svuHrCLErV9Eb0rm94Jpo+rOqmkRlTkPw2iv9X4PQhzVu4Jbi7/zOUmwVbTkuYYBp4ndA1GA/EsBr5hnLOP5TAUZZtIryXpoloaQ5ppli/oicXe9zE9BZYUNB3YahmuZU3uEIFZ2KXiPYqwpRIGWD4Nk6nlF23xWwjXBOc/LNtu89/vQyHiIeaY/mbtws7KbOX8Sa4BwVLupLhpmbVJJDzk02CDN8Jvfw0Pe7wXrbHs0I86LDLy0+Brz03KdLGAFcjQZsWovqxi9YBJLnvYBiiYYY6p2Ef8R9r41bqBiij8e8CRx7yxTJXoPu32LUs1bZskUgxn0GzLGLlLMnGszTRoezm4ZSuoPJr+7x7b+sqqWwP6prnavkNhthlGHBPSRKlcJXxWgQgI1hQ1n9pQXxa2y8pIRZtxHQytQhXcgdzwY+7wMLmUdzeo3kVyZ9gDyfItqVjXPkxR/KGHjtElkDkEABqVSySaBbfHqebCAB+DqRj74q5caq2vJCA76QNe5pUWj4QJq1FQmZYvM40YjTTnNjmKDF86aLAHWsdZOSuR36rkLTO5lZ1z/a/mvtdNc8tfmqwTU59/jZQlzLCQCIYJLRBOj/gzUjFpxYKpgaxhmUiKXTs05m7L72Rv/f3fmOgDWMcR1ujNIYWPdLaHICyo7S+BAkylTWkexp8wlokgOV7KmqeYd3sYf1AR27OEDmk1KdgY+IOFqEI7DQt0iPV/pmXFpBIvhmho3eEF3pysf4ic+N0HZvfOAaDMXK1lm5TczrLBtN0PlnKgidKkO597o+FPyDjjHeg68iumj4gQKINABiMT9nT0s0k+Q+/lCJDuVAUQrRc+xu2RleJj0tUp6MKeOlfua+RKfzLMw8rwgv15gi9oGGI3EyqdpAuKecIoa1gsY/F0BzDy94VYY3U6hrjjonu/FtLIQcddKzhbPQS/YLA3xxxCGdIMicrt59TIIeZyLJId4RIQVIQou8b2ev2ccjvZhPffGjZGn58XE/HcYwiu8oT7JdU3m0kyM2MO8e35DdlkTAn2k5RasUZnnAyYqt72QJkXPRIVtNJnNu6Yo+MSz4bvKoCmxHc+THO86ppWbz1dIPJexKQXZM2oDgLxRqocszILY/xJFoOz9VpJKZBo1PEK3R22nhVrwTa3HIsP8liIoTxIGNiGJiRAt3o6w4NpSNutMe5SxpXEPJ+H/3zjHZrge0Dafgt+IRglIPBDeJBnevuZrrukUAZGzD2sAlsMYzwTh5YXUF1hMTvOk/j6UbRdWTnEqOB/fcxUEc1UoM2LKoehpYdcp3mv2r1wkHckLpGadsrHJ0Vsc+s3FQ/cra/dVM5aPWYVKLhnaM8NqTiQTshEEbAkZgJSEGGBYuxlp9zXQIhnaDXQ1MbDoOWm4wKungaU2YvkSy05y2nwXYkUS0AZOLNolIC/uWkThhrJVSCqKJr2n3XF9snc0yNCtYWq5jRrs+HeYcQTG17OrInqC0O8OA7Pumgwr3MabuW7KW+U0HFAMAlftWcapJNpemK3tHNTM7Ll681m8RzDJmgAuQYKHAbZvd+AD7B6ErqX0EKdrlGSrUM5cfoM832Jux1N0OcKuQHzyjqafmYvvLsZcF3aNynSh0d5o0uUrOmUE66+1TUmMvaVpphmfD8ItuIEGrSEsfQUtJc0BZq7q7NXOyoI6nIYTY99TYJ9frkQJAYbqe2JU8gS3lF/fkjjD+SRv5dgMnFtggqhQ54kh6kxdvzRWi2N5RS+7fXT/g1otxzDcHpt+ruPRN0wnvfOJJUQ7u+6QxpgIFraLBKGhtfw2mo+RXuQG2Wv/+bbIOhUR4AHnBIp8odXVD9ZrcvY1EZRz7v8Kn8oauuodOnUcOMjAhDWjE3X9AVVUHtDLXyBcZ1I6JbpoLaSF8xjnWH0oKEbWf45SFVjB0lVYNGzMRB7nmFQAspV1Tkt69+pzYDn+7nsXZ913XBlktV30uOat3+3T64Jiz08+vnpCrMcSdxmhwQSrJvJ6WJ4FWhejVOta7BJdhVdauO7H+MtMvedbPhfZCNFnm4QKJEAOX/H3/RCFaRD2006QUEyuI0Hcd2G3CB8gRZtQmwFI7Sd9xLHbDmstnnLs9vqiZGs1xbHB7+45Gd5leYqnHBAHFAS1IaJ6QR4zw78c67DasjgBKe0t0Z2aMDIcjTxS1ApFj7BfdIDjE/MLkNfoPPjF2RKH9nkC+tjC7+ddNP41aOL1+DRIikCmWPBDqJ0ofNnmnp5l17OO0rQC7Le3/+9qu28eBcNCL9FBxZ1ruXabWXdK/xOZ83sVRDKyvcwqsQhhuldokZiTFZmixcJA/W4yuJwIhnVzCTGnPS4e5tW8RINHn3npMsYgkcNEFZdzlUHGRLgsMynr/wJ0c4gyifPvvigwOCcV+v/cRCnDGmszoWkLjp34ZekOlcQiVbVRvpU8skANDGs/GCdRw++NcpeAavq7YJPP9lx8aT0idFf2ccj7kpN3JHrVlUCVYTRjstm+U9m1IRopB/MShBN7HfJGjzEJlQTS76vVNzn38QfttZ4WDhHmeO3kVMNBGFH6yyVPqo9srbZko2EEvezrK8T/Ebz7Zs9qH5QAzQv6GggvUWIn59/42a0CUvEYUJI/A1s9cxwuCncpaB7hUQzbrVzTTpePRJU2TmjFV7tCdUFXhlHAbCX6h1JiwaWrAhBEuf8QKtFyHyK8QuCnwSqDTTKboFyJV5ZZuYzZDUNeyloB9XTkP/3HpLizGiHTk4quF1gobaZ8t/mcP7efvnIeidrrxKPmH5hBlsECdIivhsASKdg3zL7o6wuKf2bNvbcCkFo871RPnrBWDBCcMEwSwxLBgMcqJ9qTsb7bjnOZ7MZC55jd4qJ/+XVJt9cgT6rMMScrpSNft+dpxm5i9GWOzoCKBSE9y/dk4tiGIAnKBLvvvMcEHPDBXex/iBnu2hR1w5jUYjixVSanEwLgl3mjkV2xVyVk4yYg0WTXo6h2bYEXGxfZAq/4uTXhndYbkAhr9x25TY5nojzTgw++hxAO02mLxXUj2pNnFAlqztN7Wo4HVeO2l2AvlTEHvfErfI6aUK/0Fu60XHGDUmZrZiKB0CErqImexdVrYOIp8WWx7rup/Q/Ke0J7D+glrPWkvDKHw7vX3jvJZx5zfums+O6eFuX2jW1lZ0mCELKpBNY//1DrE3jA71LDoM+iQJHNftM1MpSHiTl3QlK6yXkMyVyXlziNViPyor4jgFDCbmIeNoavLuUouUJHGUf3fldYpJ/gJbp4ueT3LkQZJGxWQ0eo4bJSRqN7bZwCw6EqEylBD+Q5gWqDAHDcs7eiqWNizE+k7+ZLg74BdK6OTSN1CxCVVI/Z9+SQCWawM4gm8TU8WfcZMqUVZtKdJU7esqUVGgQy8RT2hZ1tTGui9jxVn9KQg5+iUMSepUzspE42u2ef3NocGAMdsAGdv6s3du3YETduHulkA5d6kZzQlaHJUneyBg+bLuGbiApuxPJEBtrV+lmiX6U7WrFI216Zn6edYarB9w4tthk8dJpXKjQ0ZJJx7fNqUI5WfyGdrfs2TUO0RTsopboOlzj8pQ0OoCpfGJ9qEfKbxkFhGE8+DE5ieOYPm0oK1h1909aw6Y4m041CvM3EnFahi545EBJXcBapKCEY8vp6igf4tbsPuMJaZrU6SejE4AYlGA1B02FTO1bGScL9Ip3mEc4H1aW4hdz7ecuewght2mBgeB+663BgMlp0YrEwTc2ttVvAVniFSWw79rKWCSZYpF+xr5QJXdi6RTZZkb6ktHPRqFkws5WZYY6WpHYQ6uqM5P5keJ8jw4t07cq+kF64V2rRNLdlnYM9IOpUeb59tDyUpLerXtOlsaDhTW5sDlNH8k6IXixlZ09rRgGdNDnX3fJUaFrEZdjiz+GF9F41h+UY22rV0E7GQHxwWxCnMXlYuFziupKW2gBN8TgSSQw2HgI4AKCfxLgAAU7aK39fTResFeC4Jjv5eu2MWu/d7H6Mf27lEQ7XqiSZptNAW2Rz7NTCnpNlEfEv5SY1dVNJl2cL8KClF7PBTReI8+7mGybLkRlEfbrax4hnDJGaUwH7AhqZ1y70taDY9keYTJk9c7DgPLWbYWgOwb189JyQyi9MeU2THE+imPKpVdm8eDQa7BaV9fvvDg/IrtQoqQVME1yeuqcGUU9M3K5t/i7hx9iuqhLpCk7UY3M+CBTgFUWLAoec9aCAHvFns/HaiQKOkaDvCaD9JuGKylHWPzF2KXLF8hN9kHMiEk0GjSwxF1inyq0Rqo5LEZs/4E4Nxm9peE5ax7oV3HimovX8DBfHfho8bWq5nzdguc6VWdNOQQwlpO+61r2U4BuFKm5bCgBDqIhW7OnlxZ/I+iA8RD5q7WPNH6i/qNAxDwOwjtamATg7T3/QfjvdKmUYDvJwK1lX6HOP+QBvmJC8PSaF8Bd8dykGmoJb/Ei9JgSr25Cdxg9AkN1mch1msBB/CWyaAy4QEqDH1GNJba6TNzu5lOVEJ6RtSHfT1AFgxQHaJi/wGLZXDLEkSUPptzF0W1GSzl02VOf+qssRg2NL8oOGr7Z5knxNboCu4b+EzmCyO8ytbi/V0mDJH70jcBpL/W0pyeaaYOgBHAveGJr8+GYMXFZnjZagSBGBgZMosLoyPfZfnoLmUxbbzYIVP1MZF4P8EwCaNscJVHTQqhjYb8myFkU42lMEmQnsVp41zkBL7Bb5jMiNKwlsaTrbECTCoKGQbJXvv7uNdr3nXMLfuKKdTKrJaheB5frw8ijUc1TFfcp4mIPf3GS9Oe2FBIHML4XUi20vnqkcyIRvn+6YAyOU2rFvb3NhRJZi9oxkTYGlYzuY3c1cAx1+b+c1DtF4BNfhnP50/aXoblAxqhRLN+5ArgsEFYIIkPciuUsGUIYEjJXuk0/fZDTEekpfT9wXqHxEoBVjFFGW//zKEfgVaAXUf2z8taC4K8O9awfYdZf7doK5M3atmJMsqSB+JSQfyYH54FJOCkRZ4oy5DkshE4q7dreeFAEVcgHL1HIyNDNvFi5bn72mvw1hyNdCMrUY9JgFXWIS8bArD4hhCOf3gxCyx7S5TVe7VIG21C7aJhbmYS25mznzipBS1GgegOjbb3w1MLSzSHJezboZmnY2Qx8cBM5G+GpQcCwwWgCVW0v49K+grLtJGtrJoXCwwY5GQp4UNTUNUhl3Q1XKfcdovTaqyKJDwLdd1Rx2ZH+rsxlyE9bOPmREI5/yyYlpdcmmK6pt0wqAHhkAeOFAcWBz0KYlB3saiHXrKOjucEyRmVWgwt8y+06196j7mZ/U7iGuO/7IfIUCKYQVP6P96hDriSFpHdEMtm4xUohxZyTGA/R7xx6eBpOFwUdu2Z7IOqGiMZWa+EFpnarkoO2h2u92fOqDc4YqCg/wOeQqzhRPyJoEXGcZxt38HBvoPb6vlogv0lnVyXVJuHCwoU5kV0DmnGSL326y/moGuEniWxIQDvRFR3XRK+z4J359cVg17yA82D3N7E+nEH0/KDOI3LB5NQ8QR5LZRFRfz/zdJw/ycUSgneQopzj/mh2S0m/0E3JEXBFKlhUoCi6qHbURLxo/kMGxVB2/lttJITaP8L1YWtxvDGa4W/uDgdSad3wbo2+XP1vnN/ugQGP5fYNaw482rN1M0rxCWRPQsGhDCGuiJtioekiDFkWHuUmzYeJjcV71cz0CKaiuoBG7VUCIe+lxLOYFhNUzJ65hluB1iY0QOaE+mTo9KMXBP4FMohmzZMbXkmNKBQEiTRKwg3aJ6cxpuy6AIAk/yDc+m+3p/pvWbi9OfcGcLpO+mrjT1QPep2U6Qy/D+0+MSgRv/SstGGuOCfTh9Xn4vzgzTSABQonVwxtKfksiE/VigwWp38q0Gc3sIqnEt/mV6BGy1SAyFOUEhh/AOeTl6T0ENtaNFPjRWrtC+5wGNNnoOSjThT5Gpcbpk5NDNxCcZseKQRbM0YhbDu5D3JMG/Ns+BtEHX9rjcNGL8H17erCBQIb17Waw66hudM6njSpSnZwqSSI/YgRclaL19CU2gOx0CeL64E9AzrpRMpaXbQIqxyyjblDx10B8CDAFNPa550HsvKns/xzDfsPPwqnXyARlFT3wPdOaM5+EuV15BjJsvwQb/d7NWEDKATu7aJJgyYvLXLESMEJctxFq4uza0n9M0yEY9AqYZbv4mBGlwUAp0nqY1f7Ne7bCfCSWCwwfqOMOeUzkGm69hNUevsmf4LnEy9jBPFmNm1qbeQEqu+8gNEGkwxpKjJe4ntrcNi2Ox38SBVvKXht7DbFgdYiOgPgmANPZwLtiWB0DEu2iIh6h1eDuLziq+9uJaJBqkcN+o47usyoD0KeBhuLhzj1YA8BPY6zCtAxFfiHqVXUTJqcoOJARI9J1e2mhoWxQBCqRERDywTOvCAO2GG3xTrM6mG9dNH0RpYpKfxgvRp75HQcvsJx0EIZ0E6t2jFQY8YwLnH4FqOdPP4LDrSeNmnNHKtYgqoAgST1Mphl4HQil8pj7VRIUwvQdbSPec+QERbr9RDzM1EXXoJG2r0DRt7WKcNTC0WD9CR934vfU/bSiIKQgRn3qRqPv3gKDqEVoopP8u480K5880SQKvpvjdzoN6Ejv5iJUjGKet685adLheS4hg1KrUZAR6T3nswro4DQWPTmXKmvEeDq/CcdzD1F5R1qCqu+MMDcpg61U/KLyO0Ge7RQDoKMLjn0jPI0N4p5B1Bryd6OmjGhiMzU2AFhhrnafwtGkn0XybUWwgSBkll7zIggK7pFnED1Zgc/5NzpZDkDj99hI+wRkgym64bu61MTxlARZcDyk17w5uf5kwp2ASqEJwZHv5OOilzAwdn1L3EIyywUKPylvSGWgaEFydqB2Cl0NlfaErxTtY8+kdKK+srrddvDWtMHZHJ346PXwPwosUsqgGl+eq1qTGG5Mi5SwQ9xbavkIBF7VPlNnCnymtBolt3wD6SoBOcRxsfpb7LKIHIqpYfrn2Aj8b36aCbcXQaTG4Y5nBQWZKLJb2GxAwo0rrhHnNRDxiVwBRDJZfPFtRHGJY3BBTKoWyvNh9I3jEnHrqQ7n9kwtIb0LwU5FsQ8Em5nBYP+XbqQOovCR57x4ZtuVoXWGSXj/LA0xiUz1P6h+g/zAg4knmDC76fsYcwwrq88gEGyoZS80WGZQ4bq3jBu/vlZetw8Hgcn0uvf8KiappS9CHs3lr1+LYgQdjpWQH0S10qasQvpuRZojbsAupUcloyJgFxfGWZyeGcx53OReUgvVV9FW9TSd1xGJJs6WfmKoF30+2HpxOoDZk0QDVp35wN50hab6q6Edvc38Se1qhcYkzHnkREk8zUjU88ZiJYhLRmWj5cHbQwpQmWr9996SIMQC7F7VaLsf8l47gEW3huRiaZ1AgOSO03sNGTUJuCpkIWPX9H7Gm9/PL7he5kO2Nt4d3jb+mARoZdwb6YP9Qh7zvsPn+1XeeLdZxoIGfoKgOQnsemHuGjD6maFa9tjjzmrwOESnydPnwSW+J/kZnqkXOgHc/lq8Hxoq4I6d2R617fg3lLrdSaNjEvQeWDBlc1IZCqILB/uGwXDlIBOh/XrJHyc1yr7con+hoUFkMt1A0h1t8dOM+wMww4zTCvOtgOy89eRrr5USwGejx8n7yHv33WTSZ4RU8HOju1yktoqyFQTbDW33AHHGi8fDQJVpR8/WVq2YV7FzNDvtglgSzYnhbsf//CaozhJ8AgrRqczCuhDV4du2zKCTk5t7t8PkYepnNBz+dSgkgHEUYIwGmp/AcwX54Nns4QN3ZZz1uBYgu7N3JEOAdccPQs/3oFC04yTyDUQGxa3cKJm4LKhgqRK6vZrlrD1AMZCilG6Y5r0N8nwIRhUi3YDsAEQlnQy1YJDa3WoRIxeFIpKfgZYDxQEj41wYAMwNNZnKeQ5R0Lp9oXdQXrEoALTmVgjcfnFAoocyAumxCNVYDsWnVGB86S9a7enW6kR1a7PDKAYm5NypH9amrcidwN4C8/NK/Sm6GS1OWoIEh+smDbbJLqldxd3y/Fe8aLSlmriwZ0RKt49IgFcZujshToD9NWPL61MtMOctQ/Z5Y6hZmnc/3yqjngRwpWfb6vIYwE8VF7Edtzwnw1KDQSGlEIgJnJzW4Od8qU45PQxtWmfwWPaW57PkGJb2LJxP9BKl4CO2TTklEfm4M9m+JyhclKDNY4qp1OHiJFqr/ulM8AvsNqCkQ93cH+z4AUcgLTTi3g6YGBrJwxIcPc6hSZyl+i7WV2Qda5GedFkjYOax8iyx2BV378oe6p8ruxgXX3A0KNlp4NIYn8W+rk8UbW0MP7Gmotv0VJVumYWIR2ExY314+ryqCNPi1seVdj5eXv5pgExFDJKMN0nfRQ9bwIG80hL/Q7mOz0B0r/AftCsECk+qeUU/qi1QjAckqBweNraoLN9Wb91DTnLaooxniECiuUom4IKeIABy6D8TZLetGeOS+pP89AwmO7hejY+fhAJ0YKNlChwhdUkjkrAlUUBHGME6E7KipohjgjdktBygpTjlq6KmtOtaR4tblHhhvHrOmQCqCUJmIAUCQJXIzBfSdcRB8J0ih3lYrp6KBGbrJFe7OaocGe0+8JIAtismRr6Vvvqx387L2wdlkjVHUZH0/qZ219S+x7E+ZKD3ASGMkS49bkAsfNGNEBBJ9qp68O/bLy/48w2iV8z2gkgRue9Rg6S1lcVGYidS/Fb2K5NRjCzdKGrk6ZyMQVDsn2AK45SnSNvqm2i0LytM5C9t30/w0hwglcZNgKC7kpkK2mPw3OJINJynqKgaeRjthmFF5cF886oXasRL7hjZY13r+Ry2fow+q0ujwJ8Hsn+jRBMgcz5FnTQ0V5cNzUGggFc60NvktWaJQtP94kgLGg7ZR1K38IPtmvGPWwAfoWv9GiiEOKMRAUBKXHD1sg4TRzyfbfzbkfmo2KKQAg/337xXqDjfDkHSfDST1YF6lN8QA6+fjJwihiFv2nLyYuH4pwkhdJEyguqOfIBAEG2W454WKLZM6acSdUp10my5pHim2KhXfBaaluZ0soUTPwJLBsuHvzXdeOxqsF5pjb1+ERrEkD343Vbj4TN7xjf6p7u+80ICWCYcdhKlzgj3rB9WOk+l0N22RcdKueR0X9wd9vdpTAR2xAneovCMKA8mU6Qcp7OdacoHy1b2Igs2BLKLBnriMpz3JGfPezv6swU2XWa/M7fRbezdJwp0IUJ4ouO9AUiOUocxNr2Lh9XHV4KPdmX4MLrxLJa65OFPe+ciTzeqUXKaSCtVeZvcGHVW1DPRu78DSrvqkHyrD01EEJH6kXitr55YkGDQfLBzs9J79PiN6x58Czg1jeAQdDjzp8k8+4buTslGLG8nUDjNIYgotV7qDD777acZGJwLnLqKfajR6hL2pHCqLrZP7RdJmlmV/xgELDNNCfMapGKMtsMHlndGtp0JSeSBLt2s5PJYLMlE7xnFDSb14DGyuKm1OZ7CjUfKXU1o4Q9/QnTa0EzQFro0+zMSioNrTckTTKchL53Bk/ivsyFOK0ZtLEsJ8RKtVrIVlN1PQoCoiVk585KC4Z0KvAz8qu75V28sWM3UqPtt/YSaFz6ElMPghoziHsfPlrXFcO4WqdhXBrDqxfiR42caMxANQQ3K+U0S6sxtIllspoyQ949U9NhFxUA5K79c4NGUbA3j+0e2Ql8WLMR9yXUDNQDSa2nVvTfEZB4rQtMtwOBOd0uIe4iG4Gd/UKnuEWrUigYGQWwQl+mtybKPjdY/C754zozV3odT36X+NASiNz6qshef7jHqu/hR1wofEiSK0FuxvvnFTyZiQ6e7OJ+aOtpagGEXqlDas+Ypwexa0TdUlEDJTKE1SfVGLuVBOjVqMvANXNBbDGTPTglZeJX6kW3N6vRwYTGJ5RIF1XyLsYMK5JKOo1FevOnXXCOO0ctWh2WqxxWzAx/HXde5O370GsEeTJpz0Di8sWcGHx7JtwhFl41bzXi7Gds/zhqYi69jhIwdYIrW7E4deIdpyUANrXvwICBh/9oThCAzi6eLKnp0EbQ7W4ag+y+WrROLyE/GrRhkAXtDTih70YdyJVyKL0mRFZS2ktDprsADeJ945gSwyaLIGgJLBYv7c2p7yXSQEwWbCN7MeYYJKEKdKbtNiZ08OOB5R1qR4ah1s5AKos8J0hugFAZh+ynBIXdWiO6rvf+nuolGhNKzkSkuYvsZx6Dn9/T7DngrXCbTvzv+JTKzT5WGdtqpn/6eileMq+Bp/vpWwxRhCH5BjicfT+5sB4q/jGev3AroNXuDgV9IIPC1DSvrrWUJoXCEL/OZzADWggSc+U/8KwWm+qA6KhpnoaJkPxdk+B8Ro5uRadrkSTMVtcmL1NbRNu+VdZany9CJ2wbWElbpA/CWcB1McWoVY9XBlpstvQQ19BlRJXp/VjBTNQLrspTOt+6+k19fotEMLCMRoR58r9nQoBuMKoDmPdsFHKkSUcdX70mqsAO8jiGcj27/oJVO8FYWRqX6NJmejaTzR2HKa8QNam4GUZAY/+wIRX3jG5wZjPGrsp8tHSlVuywMpH0yIJQzAEjPvG97MAJ3ClYossMdh9kKCXSrRxIQuM9dobELvW5saeJb1zl2s7fBW2NNfLzmjXDBON35V+G4MDz2Ah3Sx6HHVABKGYacwEK1jp15wWLMdwq0jFQefiBnhlfEzFikjsKH/BLhtfR4c5lFrbjtzXDxCE8JgQUFcX2qTgqr6lfN7lnSCmyDrjPjYYkwBjQYRD6aR+QPpEx4bW/nt2Zw8j0pqT211Uj3otrnePqXiNt0HCcBHcLvknxD5BuVENELPPgthRHT3zYjulrWThnvg5R2cKJH/MMY4VfO9O8YNYqxhF5/Fr53fZp9fyZsfjmbLHVrbHNq8wUtFQKls5Sbxa55G1er/rE94fH0tnv8PniI4QS/GI87SD1xyn7n1R+x+ERqwaWxsPiGMUkZzyeVKj06jL3T6baJDrSCZIlgyWg+EPp7Sm4JDZ4DVLSGtUKIgaUZ/gnXQ+CYNISYw008In/YcvWddP/pcvlmPe88SJ/2GRdxG4oqvD7g32VpDsUJQYwEjZW2jl3T5eFOrKz8+mn8O6ZHNjATvDQ63KTZVtrLjd/8UFWKJnhMxdMX8QVEoiZkAzwtivZO0wsFYG041bti63rXvFKzheBVQgT5OnQDnxDIso6OihMPLESBAKArLAIdBhSX+wTw1WoY3sN9vUlzzzSk4RfdGnTbw+uVRN4tZ8Ev05ZIimzJqO2WCOofYhT57iDOZQ3gfp2UkJuex3smUzfZEidXtb29VjM+ENC+lkP5q4CBFZF0q/jz3VCm9zXIvnRYO1Cpy6622iVf6+NrmYiit3/xib+wc/brYkAzJ/23dzBJmMiqbFW4oJoIi5ZdC/w29YAyjrXe/G2JK4/Z5UzMOAd5PPsdVV7vaS7d0QDvipSkNDPV4ryqixsil4GFooaL+tl3MVSmAxHDJNBK0UnOWvxp7VzOkuon3rgWSPlOuZzw647EBU5WPXQvzPGYWUXEFlfcBRZ5HQShSuP/t0CYHFdCtcs00CyS2bVXA8PxVGA2JBCJBT9CfO1PXJhy45TqeRPktLNxptxp8iB4zK4ATFFScQA0NYQl8pfJmww/BGiKK3Fy2H4D9lDHwgbpYa6gnIJT0FJsVy9WlTJwRxjtsOKufr2Za4aVL1WLwKGrETgAXqOujnqsXaSExh0l/WRBTKZyDfoHSQFtbZSKn6EVNPP+f83vlxvdmABy+cd91/SQ1fZ0JaqMR+GEgRATpLsTEFpJljzWg5CZKXi4GcU6iK3hJD5G9ly1LWEl3zNaPShX3+IuKQ6Wai+daX35zzlGEryPpnGrPkQ4usaM6oLn7AhI98w9ht2biv2XniS/2iDJ+fN88Fyq6Y4e19C5rhBJegMwK8hBrWOcLVQGX5WxWZUk5t49ZQtY517MJLDlfN8UyoodzEURg1+GTsm4s/H6BSrojgWUFO0sOPAk7QTNWaill+Q0auv/bs30T+GwV9a+VzXl+6iiw+DgmMGDlcXsCOrlmMChB1Xf06LWWvArek/+d+0aiQh7agG+LODr2TDeAZQUy5eamC2HCHpTIBmOiikupr2oV6RJnyU7VXWMhzCmGHAKUnBejwakgAUj7ARja+4QBoIP01g6KxJmksQxU4DqeiVBkYA9sSEBOna0ZBP6pMFS7IDR0xJXsMEVOSrrtoiElaRYPVAGJ8NRS+05rkiG3XjgsFOo25XtjKEHr3bdn7KTKpda2DK2LQ/+9ht1hbuDLVUkfF06AiPapzB2LFBuKJ0b000nZERTeINuGvKTC4o8FoAoY5HRj+mQk2Mhg8/YbDDt8yCuyoBmLrP1Kity39gYWJ4FNKbGWKz5w5WsEEo1uvt1Z1PhzV/sN6NvzX/o+VhNwIbn7yfCDDRoj85d4WbpmpG4d79+GUg2u07KvKksp3dghTCA56ZCdMnB/3Sf5RSpCVZwBcnxf54Rrb0htCp4eOg8oqaBnKzxcfIJjEPSe9b7FFF7Kk1YI2BSfXFPFv1wzwUfPvQHpq7Dso5WGoqEG8rzmmEouqxSkdPxllPoorP1RwjSEKP5Joem9y4NXY/mxLcG/1sL09ZqukC01oL57SlvtH6Yin7C4SkDB3ze/9JUvHM+mKgtjLbZMRsFLVqNAQNdBi23jFXbmizhnTosCDhlwx+H/bsDhT10dS5y30xuRlwDwvWHGdxtP32wNFXAs8mSDVyayPY1w0GXphcL1EUb5bWAn+LVY/OSA7Ojp8zsC9nc1T33ov0oUNYlYQSPfKSfUf5eT34gorw5L456i3Flj+8yCgoWagSnxUr9Ow4uX3Sl/LoEQwtXUTmWXw1JFjRYi9QXDPNXn7MfK3PEQOKYmJmavO21xTo/IUTY7GT2idc/17d0YRVOa4pAAv70ABS8J0z3400XJbnhUXf9AKb04tkAlVapaz+6dy+tAlpbr9wv0Zkc87v2CMLOnyiktgAakfJRy9rsRmuuqySa/YxD7fR7yVbIbg9GjzLKWY9YLPzr6QZWLpU4tMecST671Tj0h3VYB5p9Ba3/qPSeu38DuwCGlVTwJZp/BTWUkajFa75RmS+nfQORnm0ywhEd3yokQ03tE565OmR/yfQyGXJVlHT3VAz+aTEuLajiPNHJNZEissBP9fmetZs7TEtXKtN9X8azbHfVgZHIAkQg4M4Wtrny0X5chwps7NAVhCj5ccRHEnBuV17WFNtRKi97z8RD0HozajkiFrCdW05eQLrFg+qL+mIpRMgSfAC3heYzmTHZa38KZnd2YYJfE//DmrP57FyYEISPIBXDPmluf8CvRB5TFJ0PRKpBuXfZKWO8nGq+Ko1B/vB8CPpSLSLV6ajk+OKvwUJGjGcCkWhkcDzoK75F3RBxClEuB4FQpOSpRkWmy/6LpWM4R8CKCcGmndyhg+6MXxdpdNYmHeCYWkzhhqaOSy/mQ7X+fAZddfThLurXrU+zPdmU+UnlDZCOK/HqZ+rvp+4q86KIfILla7499dELlHOqONA4ZPCsw4op1rZVcDn56XLVT3UJCs8zv3WCugsgw7pZVbLwnzMra3PCDMy6eMzJG9RgD06RP/+0aqIQD8PKEWo91I0u7PLLNzCTuGILqbgzjPY25lXZkWb52Thqsp+96PW2fNBxRKw/D7zdFzSWpdVM/U2nK8E8/4jI+RkLrRZq6scbp/r/yIreLiA2unlDAjp/onUX8d6KYG9VxCM/qJdk8j9UpR0lRtOrAo2wsg6GPcQfWoJupxQulXcEbp5/0F6+UsypD1pGjfVqI6bA0Ug2q4qq7lE5EXpqHUTJ2km3kUe9dLZZDhnxXKWmqIzx0f/aoPkrQQ+tPcw1SkDx2vv0kk/E2V/xHAwmJB1PUj8y6hiZ+R3yIQz9KNRnXfdkvA5+G6Fyl78F2H195i2pA4EVtkr5Z6i0nRRWFhRrIJyDlt8QOYsDpnplXIz8K57xc32H+Q2wAQDA4u9k6r4DXVcpR7fWJ+RPbV1xoJTQG+0m/4SFaap+73R1xI76wt8w0HedoGRtkehHMLLtTT3KmQZu4lUF+bLP6JUK+jIje82ljQ5yFj2fIsoEEVG/jy3EQk86AXzwOQGZuRuGH63+eBkOIbYAZVoN9EQPCG7v0SoDhRIet3X42443L0EK1dJjvk6z4dVU5L2NNtdpq70nu1dFVvfpz5V+KToJdPPvJqZ6y5rwCR4EuJduTdfv5m30zpUYbFVs3wXfVUbPjtS6nuKQz9Gd1dXsENpbra6yE/LJkxQMMHxbcywR2PRaYAFaZMwgFtTfpEQ3V1YYWtDOGPYz8Z3AiASDZJMx0ggr3jA6w0S4xhk6mljRUHleSeqMY1Q8GmoT3g7mPF7+blpFk7XbTUaWjpnA5bBqIQ2S78rFOsRXKJg/PrqjG+zeZ+TC0TKWaz/5Fa0Tw2FIphC8JNf7u0ZS0KObEUUluMZavZgpI1/5SDKZeWglo+gIzacb9+u0vlVL5ysdDA4TC0CKdCAVeMkTxpc2mZhHX6NDYaFdx9MrWSxG400Kw5o6ahBYOE+9VxPC5O/5YGvWnR65BHc+ROaoSBGorq4cbK5F06evQNHXc6uJqBbUWrbeShADQmx6IUX2StnDxr85iQacHQ+Q0Sd8KDYfgro+ydezWerbvHrt+dG3xNBqWwG46aS72UClRtIkiX0A5Eo0U/MJdvDGlbJQokVBHzzias6tZ+Wk4FQvpxST4qrZ9Zd12z03FJ+8lJIADV7c1mZnp82stf7ubo9TLobDplkaujvFHjdsNYnzmVRTe5Y6H1LT9YxI6YG4UYG3EWy0Wcv0JBgGBNQvfArutviHMUMlMgzHNjDiJUnFObzHJ4jawOApu+zgt4J1BRpCwyP7bwxigZIRtRBF3aAbiWl8XNLyj7ygaViiGHk0czOOhEwzc00+rrzuBCPA7AN4NtbJTnlEHnAQwxKjLWWFmPrSPeSFJxK2Nfl6cgbAKHfBHrwNR1qL3h5feSB/BliAMNLRKecsJk3ArieKdOshc3SU1VNkF5QJxE89XbUaMKxUcMlxfbW3Ll5FQHGrEi1WOb8LSrybas2lschktzn2/5ae3UV85q+lXC2648G0qIV8nR2RKuziJFS2eFWdTbYrUrrIbeI2dDdGA/zz7AvfLYFe+c1NbOfN1kpJ9q736EaEw5v/SUsBcsvL/18Ulo5NLmCasTmMTy6ARaDXzjx64PQlV9P+6s+Zx5zwlIVE59hjP9cAiIGkaWlnIn4AzCksmtlkwPwMESsZhWOuiJXIDJKVztob+AnQVuGqL0FaN/LWVfuksMyryWGUZFouw6qTojCm1kNOr9KY6CAMcg0aUMwzEi5oIRRruscdhGtXWhevHd4Flgb+kZd1Au+hmDh4lkyNFuhVjEvLa3AS9g8SV8CQ8B9V+L7ba8NvX5zDBEDeSSrMDySKyksGq41pWJsl6JDy+m6MdPDUIHi066HlIV9yZmkz8Xnrg9GYAN6kj8qKJsEPdmEApsJcc2ZBjb3AJPKzt0T2i5rVxVQX8kByB9d2Sqx0ePRhMc0tkDgK7WBdeMQbBj1uUjHKhY7x+fkFqISKFoED2Ha1xiWNxl/Xhsg1d+CD6VfPPUdebzvMawnSlw6VpeMIPSyGOmKC3g0wVJcFcH++G4eqBrgnPorL4zupcy+mtlJvy7JODo/+q2tB/4Jlsi307nd34d5ckIHXu92w5xq1P+szkFyuv96Tc4ZEUpdUpUxcm5UfuZABlrOn4hPgNmRG9cNMb+RDEUzJvsp7Yn5K417++2TN9o3Ge/gNzBXK0YhMJ/5+CeVfa4GsABsDlyPVt+0y3GAiI+nc8eQdYLNaMJKI/wdA6+YYqzZXHtkZzt/Q8f+SU9qA97XdGTE3bcYoUqlYeEGfn6Ov8L6bYU+bVlKVBPNDfc6Ar4B8EB/rbc28E5ig0bkPaeeHUqjU2dYTaVGN3a0muZAEAOlbUseiAcfr+y+PIpDllNdauIyySWS8Wl7w3rJIsBDezU0TkCj2TyctBnIFs2s9Loj9ivxxoDtvUDOGsHk4u2oWEwS1xT6Hjh0RjIHM/Atkz6oguWCtkNe7lUG0I8urfG2DpFhUypdJaGEqexgSu/g33fid2TkSGbhMq1FTsCf3avqQ+WFH5+7rF0ciHprdr6fAC2AH5FIypjOBG/+pPxU8xF2g5VChndEHhigo529psK4MgIBgQjW0hdliorqLz96T1rlncCtwqf9q0On4rBHnBeFAgryfDZ8tGLVAd2XFbM4D5ZAKXJ0NsqraklrdpcdN8Nf6X3utCiLzen2RtPI+tqKjf042YnZkbpikBKMtXxErF2gC7/5KO49BvG/fWlCY212LWiD0Yk3HjJ4uo8Q0flY1rMwjgF6q/AlyDR6mK1uZbAmtDKb/VgeeCeUX9m+yDPYL8EZe3t2P4fN/zgNo5xqc40HZJL70BfupAVRA1VABiNWQjRhU/7ZwIMof9n1bNtAf9T/2Z5zoD2Gee8Bub/1XuxHyiS//GJVKdTIZaPD69XQ+47E6C9GemMSfuRYmzxDyGidA+ClnAFd3yXMDbURlC2APaZvsjm8g+kP3m08AwoVZO6g+GVCUERxlZowWvioVpsUbOLjoCKySWJdD6TWgD688y/Y3olHaNuo4ozTEAmdwU5Ujgp93BFLs9jV+fS7rEwLhRgPAmgtckiiU6ekz8srk46kkXKTo23WmC5PWWwzo0K2DbTeb9vIHIw0/yNdn17zsnuV8UVT2FfcnbZOr8WMG7PBvoZwru0u+07dmmCFX0sqKUPxef+ZNUenVGCShR6CrEZQLDKReDCtJJVnQrffDaF3Bdp7tjzIqFI0eMBFlqqGGLLxStNR5M+jIqRv2/Pod8zqXgyJF9nkn4a5JJxxV4aab5jlPCWoN4mZAYUrLRSuXbSwEbmmbgakGUffeG0DvWMSzWGuN0kFKOIrXmfok+V0FHYssSVq9g6qhbtK8tqT7j9UaC03l8T4vbpGIsg7qQucdI7+RNUra8npV8Yfx1q8sU8mQeIcl0NvxzOWKp8hZOjh7pUeslaVfSmEj3SqI/dLZXwtflv4ivUCpkjVUFApSi8eaSsXRmIqTiihkMf+xxiFQPYuZyfjyVsvrzTHVObEwM848TKcfCRAZSrMEtgVftxP4fpkra/ZOrEdP220qxFrxDDAGSBddB7EKbiq5tQAZ2HkIY7eVJXihdSV/l+3A+069fiFQxnR3txC0eiXH7T6hhTLzKz5EYAxxRxvCTEFmcbzjvjaYY8vbDt52LZYCQyc45t+4C4bqV3La8zORDbzg8YpWF3IL0nqgkOUxZsW623M5TgJ83YcEDreDNN1toJJhWPvc9eWcyrGZe89iDh+kVELxEc78h1AYQ7AfDBp/tUyaIkYqNcHuK3YyQLMcZR1XZ3UrqR+wmPjcVETQvdap6lfOYSk27CbfhMljs4IqoSZp2aogsaQIinXPXiL4MfBPpkr7vdhHpofkxIuvfjVDJYRSooWWhlVwqYxRQ/VyBoDO93jg2mJT+IEKklEAQKUjV9kOoqwRPEI9puaX7FrlzBd/raZvXT6DND2hMX/Kut88os4iidf31upn/YyU8w+BZOmEXlUWYBqutrYAGyyxhswGCYcHT52dvYt0awdot5KMzfkZleya2FBxJmT5kFlPeyB6oAxYCcQFY8jn2UvctQzvi4YjsD616GUJmHdEh6wircU97b4IsA64nmV68lZNbcNzu9Cv5SvWWZrKN7cIz6nwGb0dgfeFiiZmhtLhEpGGA8SZrtgSrDfrfsTYvP+w7wGt4OzRfF9FnB1qC+bB1H1qOmx0/5EisO7NfhTuBtmzz51tGtuKIPwpsxk+OJdZ6trzWSbTeubGrSQnlTS349RHyknF9TVriSfYBb1IZOWwTg8dTi9tnoqZURweD2GkiA9topPJSCE+Tby2e2XLYjggSTiybHL9voomjXxFHrWugB0qhVZ3GmXQdyI8sf62TbpYJkDf8kT7t16R1d2UDDJ3ADGulI4V+C3M188B2mLFg1QzENO4oUO1a1S4qWowZJBjITygUKyzNrMrxji0H1sLITSrxrTVBjITPWPCBZ+sd/RF3u+6djQs8+gW3lXn0HBVD+5gTO+cATloEPsgjvrtDcVn34IEBb4CE3WgJ82iBQXSjks0vZBsG0Ttggv43fsKTdM/0IW/7glqJTQsAs1OdvJw7ZyyHOIoZzve0EdLmWT8N7iqHzaN14FvceAJK5DEQLRQ+n688NYbtvuq4BjHTRFtlf382zK8rLytc7L5YiKoQjWuSy9jLxmehyjbbXGPjx9U24vXI9yq4XImYS40HAo+qYcNjzpaGUUSyLoT2ePcLDoj2SBNIX7Rx6RTiYvbo+UZ1AsxNbp2PfzbiWz5lG5zMdNj7xNpxy3p6inreiEqGRHTtMXSHzwslICUzHc/CcsMEWK/So3R9Vw/C5YcA2cOctCCLCrJBspPP6Iu7sd/fSeOoQCoN/PrO72VCPgjqDqJ9QH2dlC9hwi2vmT2hEBKGGUbsgdRzVwxjg3FbXxZQIeF1pl9Y06JHyZBfmULjTN/VCJuiPMYkzfdlrVeQu0i36YsHjmJMY5mh0I2aF+nXCmbjB3FeJvRnbVmnqFB6cv0duv+X8fV6xqrgh94/uI0BzVMs1aw07BT1dxJdENMisYkT5cNl4Sr+woLdvB9V2IZ0O2TCAlB1hrwb9koRApcGxc70uWQTRNtBrgFhj+aBeTYfHVPrEhuJyxi+Ch5qNZkv6SfX+1EL09nz+m9FesodET+Se16Oxs0db6hrBIqV5YrjI8w5BjLNy5uP1RHEIIA10PZQKRMOYW7SG/Q+GL7GElim6x2k0u5L86KFNkr9ty6Ae9rpCu6uCScGMINiwkckOyNpMfcPnSlxPSVlDWhK4YiAiEZToLCKOEuuL/UyJ3MMLqI0OIq3BINXNcjGfHg7wrxweIAGf26pTJy1xjFm6OBVV2yWPdP2hfFpvK/gyS+6ThCO9pLWPNaQcTaVr4+6qqK2eOjL1/Ol333mHUfh3mQlpC/7NAmLvjFLgvhQVFGvggCSbczyqiSzwGZ7Ws10uAe+GuMRo6eD6B3zYd22y4yahUmXkaaUIcUxG/1hJnBVeYDPoR7h/CClEaDZjq5LKXk0Vdj9FYNe6qfCQOgMPXP0V08NY/2qo02QkdH97MUblj3P1klaULwll01ZuEcpUVyJV8LV0AChrFrUDQsgDfgQzxfPB5vXzNw28gmsSQ05h67AqZIEV66AMOFaOoq97CbBmx6QjonpfD9ciMT0+QjTk7XgIy7i6FWxCwWxzoGrBTsDRkz/HpQ9X54tjgnwZFbHTYmEi1MFeg3f2xkq171NXntA58Nto8TEHWAKJkw8U5t8ddIK+56k7B8bAwGRGibsBQP2yCibku3EOvIGSTupLihqpITeswVPdOHmsF59z383IF+oZIiwHYiwcjPogQ5EjEq21ACykzSReh+1LJAcaHqx06iDPJ6SjtDT6bX5DKtqfjUeUYpTLVQH4ftUhtgpjtkbcR9WwjohvfF1+wCDetJtsYMtevLHt93MiLVNgWmN8U6l+tcvooh/FUwuP9SfPT9TEArl8nMcCdpwQ2vcARirDq9IBf7/l33pB2ztWkz1yXAvcCNTYkWIXXCCxe7pdrv0SaaZhd85O866tBQyQ/K2ZD3CcmLz/SZw6UzEJfQ/7UZGiwXRmRBC3dvH3SS5mXkZa0gTZ6s7UzSS4PZC7S2CrEEMP0nMLUgpkcQAjZQqhAiKfNGIG0GOIcD8ec6I6T8UoTykYpgwMOT3CDv3LXhfwByXQDCOSMP/mGLvt+pY4bsw/f5ANmBx/opT4XRuWR+r9AV4wr5E1fv0dX4rKNo+T585J8TlNem2FGtigTJEjHsXyTz5T7Yyu/9lq/8/u3d+PMiF/9MtsZPGW3fet2rescxpWkXrmCW9xd4eFuP/LChWH/Js4+77qCUceWJax7mRWzYtsvhPbPCylgLjkDYAEUjDM6jccnjlj5JYyQnFvdVA9i7V2wc24ZPTp2BVB3EeXPOtXmKh7bfs8lLKjdldLkQU8CclUB5ROlGE83oFtCl3OminetSGIZ1CJZQbHK0hpOwiDGZAYJmwdAvbxQLSzoLPEHT2XTgdkpp4Lm9D4n3wO8H5BoGe4MzP5bEdnbO35BENLViVU2Xsu4HT3r+v706qRDLv5oRUmnwtWiFBuhfemTneKx9cWhy5LJTSpvLL5iBc7LINk5GmhrT1qixq/bYUdCr1ELEMZ3FrlN3JvgwbDrkp2okLWGdqgvYYlLHCGaHDjLtAm01mfFb4OHhU2zA+dAQR3+Wq4lTCkFDEWgjbaUwCku1d+Mpbth9w2uIpJPoxn7aWQcbuW7iC8twkpwZ/T5NMAaQU3+QuJbdL3h8l3ZXP5blywtUtwUSjnquac8CcUKgVzUGCCM4r+fQUwvX5J8fJOZkIgFvPtxgavhRulZn4WgwSLcsGmwvPdIKmbRURLrz/20L9A5DFz+k6DxhyXkwBO5UsT21g6l02lJhjZgT8FKB3WP5lk/N5F8ykOeNnsP+7piIXCj/AcxnwLYW7CHgpuiELx8nYUSM+uqMKbGYOaAXJH6hNgh9XRGZMzOrs8vjJ677RIiXUNdXV3w+j4dRRtiy/czW20rZOm7FPUgJT+vrzj0o1jHCZ8oHls45FbIHHCot0foCP7n2Nfkk40W46P+Ah/4cxR0xnmWc1fcX5LqPPpiPs/wpfU/Z6Q2YpjvQlcC+RymReK9egxekPdqrboh2icNTEbtWnesIX8AzNzViaHFAp1X/YAvXoJ/nOxtp7tW6iymgF26E6e1Ks/pVgVjnccHs6oEAkvqJt6ggM5aaOpTcNVkYUihEIboFwb7HDrDVb2DQivZSiyIp6moHZOx40fVFxXlZPrN/kEQgyR8n6aD4yE5c/eSEGhjByA4XNb7TmoA/y6nQ/OkjKbgG7DKPlZiJs2akED1cFGKUIYS3wlDKd7/ykzGzyDfg/xz5mCULk1WS3Ob8imFnGa7gpYFP9DRlYNmj/eK9DexWOihh1tUdxOaYCvdidVtc25GsSGOy0/Jq8WHaNHzbHhAe2Bymrvn25p0RBhxQkYvCKStJ8+tXoGUwqp+CtpYY2aA5idpJ5AhA05ucRVahjTnPdl6aFkZFqGF9lQWiuP8ECvFrrqCXJhDw/kcyC7MQKe/WeaUJv0AYBCTKWKwosMASHYpkF5P1waIKlO97CxIDI/snwM+ybtgIouxnyx4Y7qjpvZrnoE5xLADGguNExKL8AmjYOsmWu4xwm3TN0Ru1aCvZczOnuKP6ywtUDnC8Y6CyyJqhm0R61T2/qMcab0SA0cYbg2p8E5o/QhCYYcNvSpRMLMuGx/VURCR54Ts7QM3V35iI8urDFZ6jLVzxfjRfKLT+DHWIo7gABFGY54g+ZkSZp3Z6PYkLUfjCOe3kyszHJ00VqtmcifSa9BjVgbYjUQBuRbyts75zI1Q3+vKkEA5AvgEaeVk2DYe7mNU4MzMbGtEicwJJ2NAwh8MY+KDjvDN4qtipbXd8Tf8ff6xXn9bdAST/mZBG6Llgf30KcGtc6qaJFBqrNqdEuWuxByAb/SqRs07CewpW/TsQJkdMVsl1+plOOlElEwe5Q0EaDvLSoUojkgtZVYodDGeTuel22mtztbiLffwxY6U9/E7i2+UxbYuuGyygwgZNvH6Kjv3yV7llDuNXl8HeCcHWEZPXvCb+A/HsdesQW4FvjQVaLe8VEIuKtGbBgOb7cH26XGGczQJo6KLN6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7woIignsKvaj+YJxJNlE1uEyEZFcWnjYrPzMKBfb/jQSYwtvSx8n/QQ3/0+xVWWC0Tr/qxBnN4QC7F059tArn633rTc1+osOgHF0Ug2XnW1oD1B5W2YP9bydlgtkbWiM9BZKNFdQ0FXxs8EBhRoa8D1nUm3HraL8VF/Q2KpA0Ss2GggVr1SbrytSUtG8XGd8+9CdmrpESvQ/7u1nTQ4IKT6LNzmGIwO5AZMLkEBX1TvD6zyfqjFtp/AZoJbv2IEO3m+dtsvEHQyNCMQkkEx85RB4htqNuH8VoshTrTXdZBH2/GvdtJkWmmOwZORch9LfOVpn4pWdaFR2cHwk/0mnjsy4C86sHF1VMe3oq+kWsNyH989RaPvxR5Oo/gKqJQ2YSbot956Pb3vPrBUXe24/cQFOKqelHGYXrARCVtMlfYa3Ty70G8L4g9OZoQIXDwwpxl+bObnktLiv05MJmluhcltNb/iSl4L0oMOP4hBaSUke7XdriT7vNOMIGvUBxsRUxWOb1gqGcj825CT6u6MXKb4IzjyRlZC2HW88AM8l6KSFKM5VWpg78WzBuXbmOdjAkK1ZhdaiRo/426y4fsfwFM/uDZEeTjv36JLByL/Mwz3DnDJl5/3oUMd4VV7IQmaD7ZtJhsMRYm8Ec8EKhxnpU5dTclvStw3UhZshyCMPhjAg4XOnTdqD0jOnQBqhXwcfXB8eIy2a1H1B38+ncgNpesgVe4YU+QO2IXZtTG7MRs7IJIWlA/RVY2+Fez0wTMgQVLqKlJsfCwaY2Dfb+opJQuhCIbMVx3QmHQarGNczEm2PxLDrW23RClsycdSEQRLHOPVTlSUZwddwZFvXWu1fE2ehJDJSuJDftis0b6BeOiv5tJ8f/OC6m1WPfdT+6+vOx5GPY9v3u1uI6fGcgdarQQPAZWkBBhSCqHTsUQmO5FwHQ1OEgrD2S2yz5TAwJOwZZ7AACpzbXQzedH0LcJzLzcUlDKpXyhqP+pBa9HGHyW1anrlPRsD22mssqKrhZyKmKeo3y95HOHWBqh/LxYYJwlQcWsF6vQze+vXLjKwUB5HJdFoKDebJ6raYKmoSzk5RXzfsgAIS4pKzZTBW42W7imYXnX3wTHW0f/eZdXvz/LMcwpL/3lWS7d/byH3p6tXRCtamm/s+378ikc59rQIYWDrhVr6AQzXpmSyVSMJ9oOLp7CF4oj1xA7Q2ccPnQQP10wLaxUQ00qG+RdfHtw3D7sQc+KnvrRlIi1DTGyXifBE6LqxCN1LzD4x90PPp5JBecdbGmN6wLns+enn1/1qqTTZGl5BLMePl+b6JY/ubyPygwUpjKlWa4JotjGWEKOmeuQss8yYv3YJEXhaeVaC8yyp/694K8neGjNBhjd2o6nBHLSbSklrntM0BzICmxCcfYZjR8rPxm11jQDG7IjIQI7P46BvlWPcuieKOssaHxSv4G54aw7CLaN7ii7zf/PVJiROMcpthCShl7TUV8A5tDELsqfq//XaJQ9vftDR356OBqU7yuFlHLRHQh6E2FicF8TFwRVWnHshgc+a/KMKXnM54kVCEKwZUE4sNiYzej1FzBydVbru5YNXTe7Ry3DmbVcjcRO3FsCExfZRSvA20+Ch/Xel1NlkJHa2sBReCOXXmJ61Ehnf5kUxzOgaq9ssgmPEVdSZKixUe0ywt8BBFYWrsHwBAPjBW99qqwmydUnZyTyoc/3D0FapaUzsqrw5dCbZcr9x4kzA05wfJQjGKheyQ/is7oXXZ+HtYZ7r1QDTDJotTfnfBGKXlf9arzKOMJE+WuvXbxAzv656NcmRFVkG56edt7D2xT6uHQLg4iRXW+UlGOGKrQV2rPaq1XIWRsqy0Ex+b8+unBWIk+3E1C16qHWuGJaXYmRJf137SK2K+kvNljx4HHR5BudFYfGvVuZ5pKx/fCVxs5XjSCWm+j6HIwqKSgxNzR5wfgFvg7XuDh26oiBKsDcOYLernbLrsRFv/wfNT8PCFVlGE9mPHQ/x9633TGiPxN0jb0fQyldZuc7gEoBAxQ2YAKc7haZWReefajQa63eOBaiUiDf/2OKj+gPHbtpAoEw2KoaqYMJ18SpqklV45uGi08Cpov/cvNvTZ5yoFRNkvZjx4lIyeKEABP1y3DAIB3ut8JJa3jqnCEt7JMeP5TKZsDte3taYPjbvYYIkhl12rPEAOvEPY2aE+BQZ9CQuVFNIfzET7rb/5igSWrPP+DcZy1xm1J4d/t6Szti1kkTgHFfF1TJ37L9GDPSxzVcvzDa90AV1O5ZyfmHJ04bxsyy/m6YgdyPWTxElZwvccbAEu7tyAX77jrmA8jigfcGf1dRqRkXRRDr12jq1nIZWnvBli/au0//542P+bxXrMhqJadfuV9bBaw80AKifrOKX7WvJ3IfRxK80l9VlzL4WH/wIrj9vLllm1m+0j9Q/3TlOEka7cxdkyzDHryF08toEjSQ8xsfEZc4JyZRTGCkCIYOISCjHvudf1ruEdt+53YIk1l2G8aoDgtXChqifddbVHFQKPQiD6/xISxtkg7Wk6Te9b5wqGYPaOB3aLcdlx0bGZUthccY6b6Ef6N6eNE4bPDdcWC71BH/5uk/3aYiEKhN0ilfvgZvLn2UC7pFepZ2P6yWA11mzdbqCd0YvI1ohIR47VygZlmT7BUKhYhnC/EzWpa3LmyMbvGfezay9Gh4EvcvaPKV5XnK0VrIOLgAVCbo99orU3/tgTE3XTVQa/DT7VR4mpIqTeIvyA7KzAL9VE0N27lFtLLpALYUF9oD+AQelpzO1mNLbVvXiVNy5ZJCeaIAqcccUBEk8HZjL3EPSuP94t9TON9CvuUQAs23IdE4jvyhmk0SP0N7w1ghSBDDulxGpRWuhLzaEzfDMwWF2UWlLGrwa/8TzfrImxNT80xzAYyO8V/2euRqja2CfbH2bQeBetfkHPX65WLB7YeIphxnjSMkNJsXLNC4pD/2JnpwrqhUIIaEByRZ92eprVBhcRxwpUal/33QJZXkTS4dBNa1nEwDt/prBOqpMQMIMOd7+qZpdj8uUfmOUUjIVPUdr3N+CkGi09Pi8DbmOxgwMF/WyAPV+tfiUZy2TiKl0HdsJjpeZgRPIiLmcmg+aeHQnoLJadzI8lPciNGV/55v7RMo1A8MSNM/HuksxJ2lM2H2QInKAJ4lipOr0GhFH1h+vJPnXcHB6+2tPApNtg/YTaJyLp940UqN+b5SiAFQlKB3So3nZ7KJY13o5OgUG4p1P6LPKKb2jmAC0CeqT6Q6ZVHxPOFSLuG8onDjpOoG86+393DGp/6F+lbxs5MXFKJQTneoMTzIKvwCGkQbnDm+LeO1N9ma8pxozsaQvLMKwSVpPjpquEoZaBc2jyyyGQCb5astfxsYguNxrsN10f0px4u88H6qY+AbJ/LVZfW8+nPmrH11ta9+N4u+r0NaGeHafbzNvGx+NLAMcIzOkmZjIC9+E9VSSa3J2uecWxZO9LukmzNbGIJ+9tCz3LboCf7pCVa2+TtTkZ0ddSMpQsn4BS3jn6j7KpaojRT3jPgwbh3CAYcPfxf8SbmxEE0HJOq89YUlICDgutQ6dAvlF6WgD4dDa/yPiBzp7Nia1q5374lT+TCU5OKx/AaxHObK7+MxyQKu4kPjBtbGlBSgH501CfkLBSP+gnwepCXGOWRP1io33QSxaWFwI5Oq9tlPctkMkIxrkT4FMWWUM7CRyJUkcRPiF0dTUg5BXYwNCjK4vXv0I/i9TLRI9FgAlAdFz4UUjPoILML+sUwmHPzRt1BWKJ7jAaL69d7JTWLF050OuGNGbA/jqmCx7/qtUYOFfu+Idba/M7q32eMLa7jU8shlQQSpgaf4Wqk1lPP6wWm+oFTF/+qW1BjPuVsVOgAtANVJZCvPcVkBVXQHSPDUdGlJWeY0G0r9etG75NnNmaE7f5nAma1V7C18ZtsTwLG2Dg3LNhjFTvL3Cz+z5V0J+VMmHMZtm6OxwKDgPpCdmvvWmEG0LpTR7wUVWymX3X/Rm4CCnuDJyEvRIKgBrat59Pd+NVf7pxv5zcU9ChMrj3CXn6IhMprRJygF/cZwFLlmYfLp+ulyHWF1GGolvIkAlXo0NUPE1ujPr2sS57aaAVaQ8a0C6ajHP0jJxbbN7Auq1Nr/yQE9Q4tzbNC45difIMR3n2SsZgZq06cCy/m2YOrbzZwi1Rzbp+u1nGIs4ylQekKXPsJS9flbF3MqzKbmG9zf8OcrwVmZh9dGVWH/catHCxhdGKnq0F2JOBFFEKaRqZYE+ogxzI7wTFZF5cdLqwI/TEF6ZXrOzLdl/qlZZ8xScU32tT2R5pJzNpbvA9tib2HvW9dz15mnjigKdS1fW6630bpg9SuBwqf3UgI11xHehC1xDNoVGEGBye8IRelYDvrHOf8sKbU7IeNfv4Ngjcg7a8sry2tRHnX5e0xd9IFfdR/HQ/PmkYGAoEPE46knDNkJIrD/Mdv3BX+UQOP2DMu46PuvCTl5AG/G/mCPyED7KuimY0oWlT5pJswSoLa4SiWZyB02S+nHprefapAJjDo5Q/OkJddbUigq/CyVEueOEXgBs4OAZsziiBhM4fkCQT20lWSwK8wb7o7k3mf0lKFnQ4pwZdIXkdvLDB7gaIMeJqCbBEYjZs63k3RKjhmEMG97uMEG/tCsg7N6eeyNiDFhoi8HJe9h+KtHfgl5YNR5AHwJ98z/v3HVRBf8EEqUJxaNrDA/UvbvanX5gEoCpS2rxr4nRwOuLZkWiNWK+OW4KEd4IzUfhfxj44wfFQ+3ZDKojenlhHHopEjbps35A/gHrOEDy0grjaDNKWGTOnno+oLPH7JbSa+X/mjcZaRxtZ+5JjHnyqWVlu40yX9QzLEGtt5PTefZ2d1RnXvqHIrybswLpV7vFHIAZpCcDYHjoOgy5aG8a8Jvrz0AA/vJj7GZTcwg4yq2qVoQb6K5p6PgKywpaj1DhsLMzxuUgrzZPlawOZLsCBN401VPVo6WId6jZ8Ild170merY+gsQK213gmpXokTV6yzILcoYg4k3oK17gxA7q+oS3ZE1/ygw8HMR+UsH8bfQNQ19hxrojn+QetWAJMU4ErTBgOKqrvEhh0a8N+likSnsUmpn13c7E4exNF/ZvziQ/ptY6/LyEF96JMc6urXrXepsnjOLMfkXOm6xhRRUsvIdGRpTrTEXBBuyvHRb3PncCPT6Bf9xDIANNeUQw01kd7mJxca2ysFpz5DSJRclXDQm4s77MyJ7r59yV3QLk9vLyMJG21YFhdunzl7jcBgcG0Q+k8pRTsBap8/qz98DLRyFPho0HIyy3dj13GEFm+q6H0teiM5V0H8rXJdv5QEE0fREgfTygpHAyJwEWdpA7j9X+rJEBZf/zEfJ6kJE2D5YcZJn5CqGnoNfCiop4EqNJrhxyCKjfkBN69/lUV33lO4HGoPiAwiMQ4CB2a0pdKNOJIgCsBqkaaQBqUkQOyM4tUFLEJSYJfSsEAXbIkJH9i8nai0Rp3FeN89A3dZzSLvWv2/T8JodDlvowVV0D6urJw6Fj+z1wG5XmpI9qdqrP2+jrwlBWQigmzDshJuTD8jXOzgZa5HSpXrxS+K4Gn7h2p8dTZ3Rxquu9h9Ooyo5kTur8qTn2yTy2leWIOD9u5y8xBGxHxgYvTbL66seubYhfXrElO96hu8nnuH45wv+RhJW1qA1/q3X8+vo6lgx9eZbommSON7nM+zz1bfbStcadDvlou9vP9iZPshqMbd6rUwlQ04oslCZdgPX7N0fbW5TsbuDy9eK9ooasK10smwWucBtsDfCsPTGLF7RU0wwbMaF+S6DHKR1ZCLVn1jJb2wWW3Xgin/EEpwCXBIX/Bw/zaBsZtCVnvWyZL/+hwSDMNkj+ewCONIaDx0Hns1mh8yySHTebmo8wU5e6W7hLfLyO70IvI5WQbfvCXtFkgwvdiOBwF2pDvAZaYqs0szptqfc6J2eYl/MgW3uRrHjjUT+nfDzc1+HkcQOAvEaQm4/eInvx1/l1W4yorZkKQ8NaGKNcaFOD/RAQBpZ1Iojwkkv1lMBPu47NxyuNc8tn3uacNYp67eKOOh1WaSKeo7BWzOZ9fE1H+HP8whegqfMylqFtd8dTZEXij49Q/u2Lve4AxET2nloLnN4rOprFEFc6npBlZIBTRl8iFe4Xmtg3pzHvPhx4fJISIiK0gSKd3ixGXjytYPIKWojOLOL2X3cNNp6GJabkHBBLkvDcG1eL5aPasyPa9eC7lHlD96iGF2NMFBZNEXyy2/tt5jc7EIEVMdw8Z03mWbPgOjNyOmmWTr2E5cfSFQ00Q86Ud/R+QvBtqYjwRb5WWZVNZboZ2Ip8r0pTlvxh0/8XvzzggpCtdm4MKUAXaO1J7CIj1d7qCOrsmnBvPdgEmgwKmglhvj7A/96esxO8Q0ILlu/3X1rPIe3yBYQY0l/KbX+Pyqx6Oi/TH6uR+u63jqggD2REBxedh0thy4UQRPW/KwoMKkJWz+OYbgRnXmL90LhQkOkYHEAXJyYsYWXAYr8Nb5z7HmnZsCZ0/+sWHYPy2Mal9Y58wKX/4J73NXlkMD/qOUYZ7V2EuAurQEOXTdRUMLFutVX6DDzfutbGcIUMnWdm0CJmuUYh+LgGG5rellY2HzI04PXLXTGmUki1vZCfXNbZY4ulijeyA7mKoczTqv+++LE+yZWRHCJzyJnEWEiS/ZNHdMK23P2uwOGLC1f2hwkRgFTxZzu/YZx7AnqTk++6Wk3Ie1MaYNUprcpGyhpKGrdUzRQ+sy/UwaUTm1TQn7U/EeP5M4gBGXcbfnYbAwdH3YzQvKAJ7nkJPCBll9+oxH+uJQXNFujyu6YwoheYP5DVJ+0pV5IH88bMRH+rEV6IwUWkUYFgrBTks8WLNo+Qt5RIXJ7HHuNTQ1pg77qd7Ucyet+zxrPyBtjJ82zTAxsl1gukJEM/TQg+mJrREJgXpEUhpHAgiDHWQkz7LYvIzDKlVzScNR6UF2ydHNdDClOY4ASj4NEfeEtBNuH5ivv0ovM8WBr9YPA7sYGr9SCQv0UgyTLapqIj5QGArO02P4Yq9K7ZmSvD8JnSUTWHcUnD1cyuFjcFvwN/eZ7bvGDeMrO6pbUQMSU6jZXDq70dUDITrV9NeBRK/U1hiNLZ/49n1baq0FgKw5B2yN+UcSm18W+uBr4d5yRHQTwtTF/PuvEYKCmFntfSDqdvyW7B3bjwwDaw6anLqCMFcnwjK3QUB8ST+1wk3M+LtS6sCY1gRbxLk0j7/d/DFUjxlLAXod0xCNauJzniMN616p19ONF9npxl7m12y5ZoWtX3qwVI6R5KouXDHfORp3ZBaDg1AxSdmaB+nR50HcMDL9MyJb554+/6yZWhBL9xGtX3aDCK4oUMBuBvfiSmXWf+o5WD37inWAukPuf6nz8Tei16t3sDRI+z5yefwN2tO9PqXRBUtyLhpdR71vuNgAXXQfwjSv2RBWPHeyc8srLp7QBhlkk+aau5nlKO3keQ1fd1Cbx26oUd6XDmieVRzyuiGnQujHEs5mzP2fi3aegWqxPT9WpV6/q1tjiNw12WwFYrXAyjS0C+U/QMQ6vtNcZsbm9T3Y4ksIIt2fbgAj34OVmas1lclB0XH3vVU+wZKsZSAWv/dwGZvTKif/G9a3AHBjDAXd3MoPuxgoAVHWAnI579lIOnoFhb/9eSlTENHx6wyA3IgvuzyDKnXoX3Nb8eKx0hcx5/IJQC1uoqJHDSZyI2GUmVqHLPXT4M9w5scgikVubjyGWwhX1jn5yNg5itjDh/sTLCTm+PSm5tmcIiw3YaKthcMtn28Oo4Jpq7COFHR+mxulSFMw5QGUJy0wWBaDClT8dBz/x5I9I7Iwm/A1B+ECporVELuO2djUh0l0V7NcdWOjmWyetFxqnvx073WoXOYEMsetga4zXS+jwAfHYyau+JTunAVEFq9Jxxy7dTfQQeROuIrNSv73+ArjqLQHyQUOjcXNZLJch99dXO9Zb+PwlPBTgL3W+3Hgcy6aD3JH4486IYqq+8qXXdUA7TzzQfG3IX2Pxq5nCIMmZYOtNTibozfMABY2k9pQklEteVve7eBxPB+C471kDsQpFFeFoRWF/bdrH6OWEoJwVC5Nll4MwgLmTtXtHx2QILEGTcJM8qQDC8mcvFK78SNyxP1UjT3dUuvq4D4XFVNZfiMXraBRK6iGaJLBrplsYMAqVFAp7jtxqdY+5hTWKfYgFscyVR3ADj09pHEIGV/7YMnd56jXsRN0IEMb9JZabM93oLOVEBy/ichdBBjI87uv24kB8R0DV9J+iZnKgFKGDF/saumxJWr9DCZEgmkArGkMQI3KXmLnsF/xS7kORmHtYAhsEmY0zXCIkJ6S9it5+URoMoAxKQCcmQzk6kW5mnNZJVsM1vvmx/FuGDY68cq1lp3RYW/KVkVJ1Hjhl7obzbQRL+TZDUqbk/RTKr4laj5QfhL0WSj39Q1jPjrUPXuS20tPBTZ7ZRiiFA6n9Ap2cXcsKje0HZ7JlyOlf2op0/VUaxUkNB8JukCv/V9upqgs+Tl1kib9fX7iGIsTjZ6DJMTbs+Vtdgz1LUuGRBJkhPa87PuiWiE0SgZlFrulEz+RHtOOwSpTcCNGpdG+eQjzHlEkrJTJ3eX5UCRs5dLiMAZRcOiySnWE0MjdE/c+Rzj6Hc2Vy7w8ZnPNdgOfvNnkrgZ/CUALxuumtqgFoSIWhdBUqOw1Ic5Voih8ACiMsboq/gn4N36AA9s/FNUHojS4ST2UqV1b1J9Z7fRNt+FdfXdgt2g4UTvdFOAEokE01Gj6GZHLVxLOk52NNEHKi4piHLlMXZAse/jIjzLBlVZXCzZDDH4QOudXR2H4jxPyvvM2VVJPyzanqglGto6/mZRFN7xm7xM4gzvWAxT+uIPbH4rDI2uJgvDt7MrzXgDCSxPJDuihUuuyU7Fl5NnJfsfY4FuVru0xeowg4Ou7hmSgVJ/wW/DBu1iTdJ9T+Kb5UMJMoJMp9+GG+t6e8CrQVp8YhQQ2DsCXY4lsdQOdJ1qaPYn0y7O5VZuAET1Zg22v3nd4ixUBgxHwR3okmlHzfc8zdQ9uoYHAgzeUiwD/UyctLrVaDF8fIdrNORAZWdcfSAUJxFJdritbxNJZbuE69BwgGOCE7sbege/AVpetOYztRXyTk2rFyIr7yX4FNcoRXaVPIhxbU093gWHDir5fEg+tpXe5Fx3YEuoEYU7m2z/C7e8UUaCKa5nyaRqaVtyBKhIT5Vf4sZYmOQcJ461c2phedyze2WFQOHWRzedhb+eMmmIzn+LgyyYGS1b8Mpbp3pQcDm5OIAIBvKDV2CCtcIH6UDvwfKnqWZNgtr7yk0f3KJp1jpnlUCx6ZS9wLObLZ0m9iarxUHF5zLdcqD0xK7hY2CQaiDduwzGcwVbbPcWHwnydU1mFgjiPYZ9Y9NF2V8QuJDQ305XurxMGH6kmRKqKGebk+99Y2vfkque4LNqzumheSyQLTcCpuse5BkjZklEULbqobZTkbAZ+ZEvzyS0S/Fj0dej2zH6LPoIeaW4UByR+MiPqKFKlt/T2WrmQ3q6u+19RPhIMunsA6GBZB7noYjW1RscdvT7Z9eSZPKaeO1VHjs/lDMUjQrgfnJqIUv11XsBjUTVjye0TeKHCcpyeVrjrKsrJw3jc+0ualzM0LSgcunl1Y/5Sg70uPQz0Gzqx5RR1HtgmhJlyryeluwn8Cy0QJ3P8P/+/EuifUGquXDsWQ98hxNuC3aRjO3w53urvUk54HfdzdpqhtITYSWOhD2zpSdoFT/ok9X4StNvNTJ0NhYaSkcDOjN7Zmi90yBJ0bCgwhVHISeKVSbMXbb/r9SGiWnTqdHjW9ZrFwlI2LH7AGsk97pVQJ8utM7zeG+MuHgnTLw9z0usCm6SMEP4D3rr5Mh2EYIlf3xGEpkcptrg5L1QrW9IXvHk0ANUN+vOlm3J6PvpoZW4IJuC/weQgIGWAqG8X955qvNnpXu2TAujA++4a5KblUKDexILTqPUNXtrvjGztmSNbBMjn3xgkcNuAbMoWtpF66Qhaq9+ikB1chfOZNodXE6qR1mFboGBvABcfbXS6108XZG9/eZe8VvrN+gOOO9Vo/a8LlraOLli/qEzj9MZIrkJSc9cBIxmY26QD1ZO/MEGr3ju3dZLobv2qiHPrdYWZ8F/htVIxs8mjAqv3kApO3LGCmeuxILb2bMg0AVByNXAAa+uRchOYL+MKGJ6WFdCf5Jw7R4/lyBcNYB6S9qw16V//Wa4kya9lbfDMRyt9K9dz4omY3uzNfxRsd59+XP5vsvHzU7fsEcu3vJfmPq5yG8vCLUb3rYam/R+y5X6eHQmv2EIOdXZtylZmzTZE2YyEbvnJFJcwE6zVLIOQjG6ch+chCZod1xm4xyJc+nGcn5eJOwxIjC60fdqS2SXPVBsIq8OlOrJIFvhtRadaRRB5piBLuEkuQkZ5AhpyLnRVxD82vV/NyobFGkzq2kgHLGQrxGepMTYkPujxsV6WIGkZK8SCFx2aWDnPMx9VzI4zmS/cxrqSmQg/mNHULvFCQU+vsJ1T3AjSvMPF/G6psKeWBJA1BRMVEDMDMVbki0m+mSjAfomYIeqKVqFhZOU593L7cmCi7hlKn1wOfmIqYyKu3rnME8lxsoHRY1x33HrnPzR56K+4OOVQ3IsvYeTFfb1OywTkAHqUkNoKDJF/dZC2o9IqwVsJC66nZvObRIDT99XXwwecruzOu2ZSe8wnqlubN2lRd7qXfXXmwH4ROx7l8oxCR2X2YpiGoTXNKzyE0QYh6VjvF5+ect1nnsbtGN1SeOTxcHo703QkIYNj42eI30OdFE/rB5ylMVi9ftphNlw4+LE4+Yiiux6NnOyA5CKXdaSB4kUx9N1zZaOnrwXx8KJXTxrMj2pp0tK33bi2g5/rYnljfGibzlja6v71ikH3xnWOLCaF2mRo95vf+6B7fl5c8HuDOXvf2UsE63mUsO5Nb7+GbxKyjD4mM0LgigJ6w5IC9aVIC0ly2vx4Ewe+ZOxHUjRzOkaTQus2Bmb3IiMnmpjs6IJeedB4xbOW0ZKBJQvltxzhnkHOYIA5KfxIqNYYwvFMFm+BXRj8zn8SURc/7e2m4WyXaUiGhjGGWi675/PBf6tpMOm0D4RE8qkBlA07UqFs+UZ+RIygK0ilbV+Tl2U5QmB+4mHLQKaZXbcZdLh8DLR78MBXrTJhTb6wgzmwC30H1dft0s2ulEArnSGlzAHgZ/zootAxaltx7l2S5shVZL0SxNLdW5uyRivgyTKstnJufzdZlJ1R8MLBs/MriM1+i+vpzzyNMDGW/OghqfxrmimvdPiTNVeUJ0Z27Ruafs3s+Wz4vB8yJkakqJsIJtmGTF4ddX8++OErgQTN+Ks3j0fy1Qtt84PsfE2cVfYzfQqsc6SrELK5QucWIowJpI1hM+ELO3fsd9DsP7r/Ttq327kw7XFJmPO6HcUJ2nqQ1tdFJRK0lYjdHXtACtt9k31UJ+VuboFfzI37UiWJwbuEUNC7TS0E0w0XEsYK7phK7yiZ2xMlP0Lfvzn9uGe7isqTnUzU86PzNIXfG2WnqMyGdLsr9VP9wA1h+Y3vivjk059SZQed8hzgLoWttcbw7sNAM8/X35oTiFyll4UW/W8T0Eeq7eIBqYQ0PtWqwKHgzAjpbXmXHrCnJYBqIEuPTkXoxDxy25BnlufaV3N9k2vqBNKcfKjjXBXXnVx+eoC2u0x9PKmXD0ObD1XrJeqkAjPDRz6Vqr/8wkRkyoVy7mndYJNH42eGnkE/88KW0kVI3IZbB3ZUI/qBr1eLGuvtV7TncI75LWkgcgI6cgfs4Cun6SmLigLSxB8DNXd6WmCGtsOAy6uFjVFVbfIf0DDhvs5UYJQF4yeaRoo0YXEA1tU0DlqjPFcg0m+X/jmFqy3eR2iJNKJYyE98Sa9pQIVl6oLz0V5+/kGcGaFk8+e1gfvIQ5cMup5aulAzG/ST+yeZtsHopm9haKlIprlLQdV8csiu1Ee++6O/uHmOxv/KLe1sHoamInqX2t34Bu51zif76ghyQop8vc1bVMxY35QXy8tEJ4GVaiL7HWRoys8o13XBaepyXn28YFlJZQjCgXXAa1liXPo4O0MtYOrBn/iPjHI+SSY4NLotqWUitzU8X4rwXNzld6ePCNisNEg/93vLtOgHe+g5Rf61n1LkyysHy+zFvRxEkKTts98wNRuVGVsdyasAF9+buP8DgrPvJYRX9ToEa88JGKnV5k/mLBs3dLMeipp6FnannIEI+SFRqqPdksbyDzNfWGX1rCvJpy+3zrxFKJYhFGBJfD/KRJIQyeHglfTDXJZLFaMrwmBelpzLQ5qOnc3ejfyi6d52+nepHsq9VrY2uFqO1/dToZAqe+NjyQRfZMdemN2Uzgnu9pihMMjFf9P/Bl2Trp8IhIjazZkkbGH92oDGhSr4uqRuBr9fY+nEwbOAAypY3A7RnKizpzhvhF0L6H0MYiBDS7pwUXrv6CxjpRyti3VHbrmtSkDq3pLgIYx9+gsOQFW3ae/Jck7GNwCNec0WcooXxql5S7EWX34T/IeS0u3egJOhVpFMnSWFbqiM1vcF5la1XPOc/t83y436QQwMFLPdn+OfqYgQTEAx6HhDwCFORRxZ3Ov/uOX3cfgxZLB5TDcsO2C/Phh9apZHf5z5grld3oCIrQwHhgXHChBkuCpj2Gou2dYEHf9M6R7Xq2S11PDRA8kGHe+dlsGkfkm9AEUfnmm4SewVNUPMZ0jcITKydsIbmxXwS9USUXCr42RIrtoC7k6ISDddqymsSFEJH9dyE9v2JipvVQR/dWTmgCjnRkk3PQS35ZTVkpjDiaUMqW47NlkUS6AEsJwxxfTq1obw+yCrcoaEunTNNfmlOBM82/MD/Q4MpfcuEWhIvo9sK/Gz98dn8mkiMy9BnHy5UL7pYeq2SFZS+t5iU1fLknWf7kSgfL9qVB6Mrev2qvRh6ktdiAIGmMWCwuqPYqv74xxUzTYo9OoDuHNbIriGgKlJSDKStwdz1A1XVoGaIqOAfxdeyR3w2d0QALZvqPmw0JPKRQIWbBmWW2aKCVpRqlSPLIwckBjdVvRNEewyrWCD6vFeSt/ZwYyEV1rqaJuDyFA95pnpPlzj1Kz0sOPrMKqULT+Sb8OGKlDOyUn1rZDktoB67b9dakC7Gv0BvmqNf1dmXSpyg31D88qei3e79+h4vibJeI1EPCZFLujW7UrdQhSIPYCjJKXGnaxZro0qdMXaJqtpz9cw0AhqgJs7CuBoQIV8zOfaXLNSM854BY18g8g4PQDkzo1W5Gghg0Y8TQf/0TDVCIRZ01TkWFaJqyFLFsYKmJxscc0aoPujIUvzvmgzivKYeuiE5ub7ib/OsZQBoh+sB5UebV/YER+WRwf8vBCV5pXfnLE9kRyTyGzCHYmu6oONgafenvP/trVRMfh2SSF/R3v2Ii2z7+PSgh37x78RId/jFGOcGGpN/VRudorA4z5K8qSI59CpmiOi2f8vOSmRGSDV/uv1D2mUo4yF0WxZJ6ibBlEfll6b76k5V2no+zmlNyRQRSAgD9L3DX702bvCXCYqaTrZyFPMB/0zrQbPARoUhu6KbkWkjky9BhKg3U8HoAzOgPPX6jHjOoKAhfaOgXuI8qCzWQvqjuCKc6MmJ/fNK1Mwt/zLkovfqz07Dgn6USnYMdA1+L0+6Ls2+oI5u8l0YUwtkNdbWxRhd5zXCyFMErtFGxH04jpiPBJd957QKc+g+20Ybq+I5rVOa4qcJDJiumqfXY6dCXIPyUhZ+z8CuB2Q7GzPuIZCAAZ73SU+AFNuSMDa4xfGOwXYlO6VQ5jlARKt44kqwOc7Xjv1GIcYKM5VbMiwW4ZeK7ilWx8A3l/CcsVt1uYYNbjt4czTYNt6+rFCouK7tswopGKxJJ5XxF2xJrZndXPYYx+V4eQpAHHj/lYRfP5vpGOepnYWAhi7zwW2LZo+5S8XTKgWcRGhQXPdUWKTnEmHbu2XU+XhkIievXlyBjIuml2/hvbGI02RjMWJYADQH7NnbPPuEsrfRGY0Sw3lOAbJKSg1A2Icjjpog4zRS1+FW+dbNFcbGqx2rzXKm0yYmEHL1A5TgYGqCrwAXd3mpqEPISzBAzKXDG2ovCBVRbqlTTNDtDe75jJ5tpQ6405b5l0XKwT4U/FTftU3QbErKJQmDHYiobCG+sFbZecSrapHSpZocHSSK96nQtaOIEMmbDZ/ekB1n+Sz9e2Y/RYjxED3sdllLIWZ2QS+oungGLUXSD63PlPP5fJnMViB5fviJaTN1WC+fBO34uwTSH0/ZMDJOnxLRWnaS+LZRPQCBrwrqVfLtVQxSLwS98e1PlrXb7EkN7sOP1xt1z0LXyIZhXNfMSVdOR97X2M81j2nunv0zuQdTBnoJYm6M/QVAWqT7PJXTzDG+4PlLOeMFzb92v0dourR5YcSbim1bePH8LuQbmagLzA0ONuqqYSA0HRV7MDFQSvZBngEnEUZ2vVKstqbivKhFs3pFOXk/0x7+br6+Quzvi6fpX1Ggm2QXzhIsnmv5wgLyx74pjO9xRSXFttiJtbigsqKIROsuVkAwwPlT8ntZMwxlQ4EJwiv7BLiKkito49ifQh7880w6arF6liPVU2jFgPJmCWjxPk4V4Z5piiWO9YjeuDpY8mtQ/D2W+wWHDYHlnWAddPd+nEMBGD8CPOcMh4jLLvZDyCEAfb8CDJKCcEMeQbtJ9vVHW1NS9P7RcfVM6PQNpkvGeTyRrcNsnpMoaD1TBU5K8EJ0J2mQtBJg4+LivmxA5rGjUUsvjAviuWaCMRF7nQChbq9clWz8X02EzyZvGNmXQFlUoFJRY+YH+Yu3PRkmEBVz5A+Ck9g5v0nzQKENv9xM40drL4KP05oqSnRRQ/8ZRbNw6BWumrGGpI+GteXJ9OIpXIrE4uMrs3rpWbXMb1k47tUtRfKJQrQa8piGZ35EtAUVrG8eezWX99vzsywconJjR/7iVuO5V7JEfQAa2w4+gsQJEnTYrOsrPm0DdafTRieV/SQKHcNK0vBteHhhBp3mO8m5eQ+qHb0Ho7JFrKFZotOMSENpVFdYqPC5qoXWN3eNPaP0X2NolltYEOR+IfkeRek1WISY9YudsC2utEJ8YUOTHgQd6B3GoOT7hHEw93MvkPm0wAAtgNRAplNehLV5SOfrgh5cdeE8uUhaf0gyKhg/RcCp8EolmI796gZ6lAfi+5FbLGgEegwKtWKY+3qKX5bnpOcZBsbm1aN7PoRIYDCltTKpg5w3JzJgtDzSCWEzDh3JfySwyIM+AJ9AVFD+2AptkoWSvS3xRPdEwG8Li/xd74WW6x0chzk8YBenn+Qgl5Tiwga1yHaeCJ0FajcuOCgdv0aItiL0EqW6EcRIE46jVn+88O54OPYtapTD+Q5aiQPDkgct97rWfXPWmb0ulnVnLz965R/vZNrWStcBffSwQ1PFGoR007SWfNmKoBo9qSLlY7DMhFyd0nXZAN4iGpCQjYk45YKwS198w9yR4V4hvlAxOyntnAi7PihiykscQ2kF9SygenCRbm+QJ5f8kqv8i4wDMg9X30h51DbN677n7WsGjS8OOGbSQvyON1oNKc9IMoF3riiqqsYKB1Az8bAOWRX3FpR3lKST2IAjDFysHrCUr7+/Ydnd8TLmTy4eroys00ZC1uohAgMMhnRhb5soFdo8Yv+GcKsr81CzzyTmDELe0zbfD03r0tgmmSdyJzZ4LEC7V/v2BB87Uo8/Lz6gAEklqX8HN3ScvANzqSci+prtNHC6zD0cZ0ZPtCaIOnYXowrHajESImj2uPs6+3P09K/nLo4zlu9tkE5bDmVQ+v8bDTHUTPI0VB0Z0+7c1jmF7X0aTUZFO1197GJV3osyqpPBDCDKv/tadN1vP7k0DHDDlhDLeekWd4CMpD5kYUSxif2/z2AS0Q7NwPEM2kD1gMKgg29I6p5AZhDCeyIzOMzZzwQB3X6p8U9Ukg2cW5nZXduKF4vxl5mAhxcNWdutYvHWD8jx6sQmLjGupjSMeXWkWb3EjfsS24TB8GtULI5RulqUgQSM+/IfegMiow71qS50EHZtpsybcNGbK3m7gqqGoteBK9W5Hi6akpyITijCq8uZ1NbDjiMoWffBGktVu/vN+Mj9boxK81LpjqrO2f53mI1gtShoVXSuSpGBLuYJwbodmc0gANCdbnR5ckykNFGrlumH0J1oPNhHo45OU2BerpOhiCI9lwGquUvvIrrHcgX+ZnRMxNaihRFYUUe9R+gG5zsdmaUmLs5MPkYx19BXL3qVO7z/YTPv4D329clCH7u/6WEGInwLkxcxF5EO9cMLlWwKZgUBgcv6K23YloeeFaovxk2zYujmr0UHkNHeKRaw30BnGdXOdXjqg4WwiaHSZI7TYwHPGfpy4JQBoz9WktBQbJy2UZ5AnNs58eCj0poVzti1oNSOtL5EMtiu9Yxg+weimvqWiuqedy/2qB4DJuASwPNWLM7r97YS4F1iygnAbFMtTKjWIsscDlN97YnYhxtOBD8gQyeKLOXmKt8E9bpZnLQ6VQYa0x1Wk6RWzpyt1M5hHYhQEJpbUxzvpcY3Gy+sr+A7pdxYpc75WDMjWJU5kF+8Y040Otna2n6p+uWy9JnB0FCIlvHR3QsLxdl85P7EL9nGgEZzHMTx3+KvUjeF/AxYHmFHtEG244Axqurrd8cRzliKp+r7+6r5Z2/gosw3Mr23r/4BqFEp1CYp81BkuA4sQlvQuWqz2l0rwohNS20J13pcjPvDpRb2k925vqnoR1+9Lg+Nou963PgDxbx4ArA2JZz0fQs2TWdFOKyFeRWZrsI15SBPi964nPUahnKtvycDZ6AiF9pDAAdLtwIDimRn8ZNOCpBdtnLT31L+XSL54gnykR7vQWZ56mwBm8YajDQMtee/2bjcKkzHfNj/3NCPQMw4ss3esCvaoXrz5uRaOhAqqJovs/EDV2ItPTo7RVf9/1FPlwFM63DEfInSx0R5u6a5l6zBwR06FIj2RLaTsdlA8oUgAz39EcVacLqTmbgIzzJcLA+JqBXxQfzEvr4kxU94Iiclx0/co+nJ9DLWnGoYaEOeMvyzZaZjsQyh7ZCPBblBx1JzN60GOGs4Y6dyKjae/I6HMc5IdotVBHLdDz05ZBORA+CjBgaa3dVGi8DPqBvqZmxOo4l6ORFPFevL9Gf8dlCXXLjz1phTkCbtp5xxtSDfZxk5LZ014mn1wmczS5zLj2fsuO20LXU4DTuc8e3cIx3yTPddotpOp5YgSNIrTAR9+o+SFSp+o1CcLlnY4DLvoDm4jyFeE/2I9ccNcV15/rIP6YY40HNeoymLd/WkkTL6hNHqcCU6QdaQg2/v5eWX+8wXjL6Kr4o3Y83vemp/BuYqHeJtyw33yz/oa9+MI7Abb2cXIkR1gazVALnwI4cvIgYM1wbAgfXDfbeCFjvbrl/McvzC+vdVkf2ceoulby3Y/DtKNeTR5IxYw0CpI14fBveVXVzhMli76VNOuelml7QefIU1BZ700e1qbmzQHtGB6tBxXCYTxLe85WKZsvYLiETFugncr3qNraIiS3StieVyNWWBJgqS0PxmANgyyIEnQGrAlvm4QOj1zNIsr2RnZmsc2pXfItCCamuCGwAsTXBU5zQYlgxje6wQGOZV5sDX6hkJxyuxxuISSiDWM25Z6PhkbIyJaa83sRDvXto7Lv7BnAUVFNZWChfXt52l0p2t/tvWaob7LJzvN09v0rBUlW3fHSMoX5Qfm0sP9WJy1KTbBvVTkDgyMA3PMFJFifIkZyagpBlq4vIQG3FAiO9xfcYGeZrh6+VVxik5bMz6jHdB6ntL8mm2ZwJelgZVWSYQdaZ1+KkUirK3pbYU3ZMxEbW9lThvb3f4/8h+ZBIHJ5T914EBJP911faO4tniHgsvqhiIKwTf/+FRUNoBNt7nJpfVU4LoRmCEKeHI31pLeOvBSoG4iaiurZC5wnzHPN2ehmSAyBnsA3HgsnBzHrUI0Qh9Z1LDZihglh7FIuCoDNIn9nW9QbI18n3ZRxK1IuH9kaqph7lyKvRuM1nZa1TobDsnu3CN8ji6B9h9S3DZevGzyec2BfO6fopmbzHNrJJvtWmt/3fmADamid5oSbK3kl8dxrrRSCBt2tzoKCh8u1ksvyUQEsIGQqJcBe6SDkqknYdPbqzTvN9p/RlCBkPTPVcvAy7LfQkR2qXemWRAVpNOKt3E2RRnJ0yRVMQbcG249yv/6XU9oGnKfWiOwUpoTXOGq/mNo0CMJotO0tAY8G+dotM876ac84t1JDR3MpA6khazUlmCtwymVKuQzFkRpop8qiu4cQKagTCS86Lz8on9J2J643dPUXBve/hPASpiScTIzTLdJg4hnaJHXPvKvmzicdiDFltK8O3Hn1718i4CDIlsLN3yOUB9CxYJwMtcf0plZBXIVYoHtQF+vvWVP1OumGDetL6hvXrVX9zOwBib/YrTWIkGRJs8PSN1T+GnQqH2MnFDSf0c8DaQ9ga84qlt5MvXQeuZKkJqOBrqme+gWoXnUG1UdV21+k+K2HtAy9Je3mqx5/KvhYaeYWG2vu9jj47ZoDpdQYo3TzfMQi5UVwXbq3SYh0ZjdzfiHwQOJh0X5JkOrmZBO3wQNAPTFalf78LRjlBFX+zw3SaqrCm8vqjNPU+4h9zvfSkr2Hlk3S3SNamDmYntYyNthx3ieIkQ4+oltM5TJozvOjFfCVmRcEz6WuFGftk84bRhe2gw8mnbrfwohrzDdyF2RYS3BuLLTqOPxTOtwTQx408k9GYFwPQGfUTp7FeboKLpEoLQJIesoQvX+HUinQATmX79IIOLPC1YegtXaW3lkY9d6vjqtjcT9WJgjrNceXkAh4CdCHrjFjhfkFP0ceEPf0QGZQ3F6P0PLnsyVwg3GLidA41NhycptXITfmGFkcudix6xpmaU7Cku1k/iHYJHj1omAIsondCFsMqqbQFrvHm4bq56saejDFxfdZQIppy2KKrCyFbqI+WuUgsXA6ZzENPkNCVYLZMO12/F1WVWgJKVy+jFID7xHxqbCR1Ewxpd0+rOH55TqmclUcUeCa9f/F/oowhpFVBUHhS38ay+UFrrFGUYui2pD9QOLppPQoS8YqpCuPjBoJI9HhNiISDgqtH/DAzxkqy6nZRpwJEbIAR8e2192rydBdwPLlS2sDMBuPUw62whZ99E2HabqnomyUrMvDC8FD4FDHOUmKzPq7qParZJxIHtiwEoflkQVgs7PIi2mVA1fJFsiWm8fPxQoO6vCCpn/y7U95/OSWY4a9ddIZAAh7irXPaFtdBhhSGpXbamZ2DxTcpvAFzDZ51fK2qgi0KefIPXrH+IMG2len7Dh8dtrrIr0DU2nN6hMvai2qmvUljugz2hs9hNiIuUWoCpXbZge2V95vkOUTT1znChDobIf0vh+VwGG280wN2Xo+P8bkKNpNqvYWtjUq3MKg2wH8+qE0o4PYNc/ff3stBzMhbzCAM8gluKVoyaNabBQo65dQd3ZuSzgHcLJTUyGYuNySbOtNy6pOL209ogCPqga62fGr8cFXQ1FZin8q4+/mWm53sCa7US8w+CPndBuHOl3/ax/yXrWOxQ08f+5FDYd7ZyyahXkv/Myu9AXLFsSA2uUXC8/DFs28loeTg+3xA6ja8b3taDtHOnmLtNNLP8Nimyg3hL/dzvgx1iDITaSe9GwlhcGmoYCbdFCGeYblh6Trpv8NM1ABI6OaaaSgPNNLUIpvWGohqmq96eTxfonWJUg/BnJLJgliHDyGje3dAWAHujA+Nfl1TiZYQV6u2eeGHxSXoIcSwoTNUuzqtgEjX62etYG+cvx6+ylXu/4MqT7UW70gYkejQieFmRgqYHv1tm0Fm4zVsMNn9kZmkZi1i+Y5dO3vuUcM6ADFYiOkUtLaUdHXmQ6XwjWyoMVLe7UvA0sk9MuXTJOKeZgznGXPjatOkLEk669+gAjhaL1MU6DFjaMIh6FVQvjxaj7awKoN/9lH+xm/S50GlHhmm6S866JLnMXgoAOhB24OCYAHvD4quCclCOuceFsCr22l9N9QJFhFeN1vr/TG+FqQbb+HjdynIFk1pPOBTWBKqfP72eTa5xORjE7hxl9jYm09swdj7eFTS2bL3YHBdVdifzqGoUWcfu10629p2WcB/YH7fixISS+ivXyeNML6DFMWtr2pbptjkDsfMCwvuqQwJbVnPvuap2SBLp4EuuLkkIbansLvu8fUnAV7aZx4a3S0FBuKWkwcPXL8KJ0rkEikTCQP7mfM0jK7HOJ4AGplM8bVkq+QLqP9TEC1IePuX65TdKWHTyJ4feUvudZPQZlQUPdq0RPYzHs0h0SjGeLxDNC8TOrIEZV2jiN92ableQuVqDg6ApnWHljtu9cAcZTHIlx/Qj8RAAGssxbw+LL6VZ8ouiJCAUYjL4swy8HVUgUksi8RjJv2Re5/GjBWkmmlUwfMVgj3uOJJNMjAWpKOMP5ouMhi4ieLjCjelhYXHOj9OuIdX9tbdXhT01Qup4dAasj3YyegOMR6Dkrg0jfaglNpkRtd3tV/j5qLoENyVpOHW6+ZcNRqpkOKtZs9Xsevjd2/fx04uCiuctF0mRrBsVQywJBJOXNrZhDb89BDrJbru3UM53mvkVBcUUyCjH0ixVq95mi48/dxuNbgtXCV090TMAW1ZN8/7AeU79dz+mGM0dcRvRD2GiOJOeY2Le+MJKdG5lu7r8CIE5RyJSICVYGRMBrMVqE+7RtMCPuc4kvVK5+DSjvU2FR+yuAy/pb+LnhILC/MNMcHwfkQRH/mxHmHcRyYJlhk8ShiX2Wqapdmfvz30mJuiS2S0HB4K+5o3viOM4kTMCBfMMpr+0dP98nUnD6hxhmvf227gWT0czWOMEpOwKOKYaanmhOM0zitx/bWIuf8t92xcvCh0u059coklUEbu0ZYgKFDZll6Ir7er+ARtoYKnce+oCRuzJh4foRi+12ydtaS57ogj5tcYq7CEZfIXCrHuJh6r2NP1x8FYekFoalBGrl9gjKWvWKIaKxTgOJblCMoGmanv6bYMS1+4G1IhNngBdAP6s4jbXq4zT2OXA3hpEcfH4CxV2mf9rgqSU0svos1dvMRzjWEZg7TRrInRJmyeb6Pso9FGNe/4qU8SKaQNSVmuJENzZNf/iN6yqTTY+jIA7zal9MxcVkJxX/4HiUpX56jAqCaa6Lm64LizxaTeeTJGo7UdMv83y2NT9K6zE/mZmGB76bBaCUWou+H67/aA3OjGH3BVE9kp5jES85xqXNgqvOSVYLhQ9U6wL5zY5HHoc+tY7V2JUTGjIfNzpFFCFG+MAkJXRCOo4RiXZFlXCuXKpj7mAHakdSvqhv1LSnRWPQif9nl9LffIj7NuX8M6amvjIKYW3JnI7rPWAvQtvCMogLzo2IZo509cjp3KNCFTYcNTv3oTK0EpMUxH4/UX7ytbLM221EEUb7W7wLRdeopW72p/HswXlIYEHzkp9KlqwPWwnm9d2P0gWErZPbaDayttUR+RW3ljQeB5Z0ByxN1R0CXDpuwcNZeQI8IiqeDBGwv7E0kA3h0MogftSXRhRXd3J7vc9jnMd5khLt2rGYhTBKaHSxSG2SkUUIyRirs0IaitjW37lyYyO9AOMSN/UVWyj3/X+RhNl7jG8ABFr3GcUBBSNjgXr8Ooxu0Lh4An0rq5plutxeKvXsO3KMkixAUUr/OlpedVnG3txVCgn44q4y9NkYXsvr1D9iO8mgi0mU9vKzUXRG4w2VKxlumMhcvdnV/+8n/dsjZITKpnkmO1qyQsEV7pzgmAZVKjpLWJfKbpsRZyi7pkJMJVXjjuXDsN7aemIOl4VhhAwKmQp+sXQ6Xa3gTeMooqRsLk2Q5EJYwpOZNTkoFZxvueqyeu8Q4m8KdNn/J3n7YfAAv1KU6Kg3OR/xHMqBmYMmoQ5iYIbqsjIwTkvAVGfw+amBhixEUwWlSfLmsG3eOj5fKLydMD8oHQjf0HW9hTTOExsrvb8t6fPZ77EOqsU7nHUNPXJdPiY8Y8kk7WBZY9bq6fi2k9ec74nNcRDWUotbYXQ2kYxh+pleKzOslLpOFi5f12+PKu2+TJz4N+tFZaA6Tm1Mcv9TgYsDk19AQ/4jKwrr4Iij9H6jhuDjYj4tjLzkpreIDfdO5YnDQ0b699FbRjNJqDllqKbnIVVyRGnJQ6nUgwYV7NjdhlxxJO3BrfBb0TdFnB/MxC6s0Vo9jhmdql9HkBPZ98Gij1mhy0AvKVDMiMQmuLAFJTAvsdjbHApxlxo4nSC4DVNEqeHmC243RObgWnKP4wYvn+5oGCKLubh+TLaoUJF5BKyL8PQJU7TAgWskBGd8iOHb0GzjYjHHfyu9rfPAg4TC0eWkThuhz3xgrA2Ktwo5ajgVaq/dC9EhfvoICB5QSLW8BzRA/hdoFs+khn1pIeijMZ6vU9ZSKI/lg8dV0R+geMhydxSabMnJj5Ej5JKFgICfTrsnMLIUJzp/R+aLPvwTaHAeCbjo/BMY4Pa+Q2mfQTzyup+Pxk8luWXD+pYK8UEyilxDe3qMfRoqjtjFWpvukizzQJobhiy2A/uIb+sErq8UZssAS+sOQp3/pPT8g/px0XE2ewssZ05BzxFxvVBMGo7wYglfTOvOze+9y9cWJ1kVepDsK4HYcInsXgUKEg+eCveYkL7Jdswa435LMz7RIfJIyjeY/hDweBfPh6S3Z8OsKL1gHVoCgylY4H9BzaAdXfYZmvhV/j5CDqzOujNB+etLgtmJ5Xw/+FJ32zAZoNNMWK+gZ2qpgRoTL24oBZmtlTLTlPK1bes6pivEXuSVZs30V/j4QoQfzswrAcWLCk/KP/2xmCc27mDv/Zsn9vuuvE147PZcm/2eoKT8I7Cft9cLRsAbnb8sNEnk6rjlb0x0gAox8YpYiOn+w3gKGd406NUhUWuCI9qvaYc4rxO1Kw6AlYebhT37jWmaZyE5gVIuQX684pHe1DwUx3vt/p0obWUB5yGkDECH5o9mp+9pIUJwVQggHITcYk5262yeChDfayCUO7s2pn3BnEWhuUWGDmqy2eCDKHkyNiMzCgfIq+Zzyr3lMd8ry1cI1IwNQfXD1EAeWdGRKIzAhqUmm4b/bokmb+9pxRxuRjdnj7oZCmEuutP06+Z1Bp3UROzNKgCZMYIHOvz6+eevNHetHcH3dQIA9Im4VCNIDuaSqyehF2t8ovQrSAaB0ALukszH9kyLH19SPIAYCuBJc9fMDnsCa6BY12yPYcSGVlAs00SnXsL/PXpZNV45UWrBZvDf6pEwEnO3Id7IZnerxCk6ox5i5uzqQm9QEYr4OivACxhJCeCVJVGjopnEpQU9O1AGUr4MHGRUG0t+ZTWqlu3ztgQcscleOVj/1Ev0aWAOIShxSI+qBr4x8Py+ef1lGrJJlbuuLT9jQ7FrkW1uCrbJ1q7ID2IxJCgvPHxICZbIHgD3oHO9oDEKCqNDN/bOiBPQHat3wHGoYjphq/b9VbFwYd+kFERtjyjiNEyAUOSR2TCgTS0jHsABgiDf5w16gOdljYl2e2M3aNxmk7P5ZmLp1FXfIKa9TMdELH3YWvzgu1a1xGGKcvfNjJADtba5SX8sALgjuXzJ394Egvn+M1zKgP0LcoFkmmnjmjgRf8A6paLZ/Gv1boi196sQ6FzBJh8a5WNENcPybgExgr/lnHJI1076t2oH2iEE1a2FCNOFZIpOLm+lM3LOVmaG+5U0vE47jfZ7oLiTaLbKXMOfIPDv2NX43jeKNpSLcauEGCbiZTCUVQI2cAhix9Mw7tC60D29ayAGh9qbntjiM+1Wm5eq7osJs9HWwRxrCxJFJ+B0WNE6V1NrXBFDd9eHZa9mK1lYSDhqDxLQjuMaPOtuvgUdp/nht4jCT2M4MtyenW9MuDnQ3zOoYkiuaK2LyzrwH1Vp7ojM0EOr21e095wxJfdhxy/nvpiJJRkdmrlssDiKNy9eqiF/VQuPX2iExLxbXWjFsJKhrwehPQWQ6ikXoxTQUTtjBcA/Wzc3mf+Ju725SmFpR9P2r/1H9EgpBSML3P39yEnL1n+2o3Nx9R4rGgH/NbUZVvo7h4r2t0XAVDIwH6+iBI4uOL2aKExj8P7F4B9peiFYvF8FQclw0Wz9cufNYgLZRuAhgQAlfV38b74Mrur8fHVTi54KT6PFCAtdaJl2IiufHrKgXL0xq7EBapqCv4CwmLD2bDMKk7cQJLa5RWkeFZPrGG9GPgeGzp7QdTlH+6lNmUDmPDFidyXwH++g9baLA6mzrkGkuR1YJvUxq+bXjM9BH/MmnmbRD+eZtF/CDAyrqiS80MhpMpLXdPe1qfa7BkWPN8Tz4WaGFjyuQpxpuiHFX2ps+k+9RXZHPXTqtlwSFpxIEjHnYLhqEm4ZPH/sZ2T3I9qvrOdLSLMbw+QVLGbXN0/3TyfxrCfeK8ZtgSJoVcg8NUWDUtDgIJg6VylCrvYgG3vmmgXLsWdQfSmNl8sGRMyAaNLbQBCCBly49trukHWKs/ObbyYpzAwHqk89u1oPWr/9vbxo0mRiFcF7mpVh3iigWm9ErIfQ6YOVWy5wU9++AF5zAhc3K5anWo9KeKdXlp+d5FjsM/ndN79qLDp/3E5EAZkAN6rGnwy4GBcx5qRLwQZpf2czN8TiVSOA4eKwfTjv6hjQWSQhJsPQw3utCuDOs/clseYOizey+LbpZbyxwekrnABrwjHxANtgkKniQ870idp1pLHfuwl/qrntbDOntbPgBzAPSVhfAg/lB6JToeeIZj4ZFoOWZVCMqTPKatNkKTDAN+m/TaS3PDXAyT6bZGw0iCjKX53zZ73fHN3BV2Vrk2augr6ZCRbpJxSn209fSKxncqpiWOUXGrpR1ouZXS1G0N3qrZn51EiA9BIEYjE+lS7aIsY+1x3Yoi8i2uz6r10VMwi0E8pj+R6uvhBiOz+mQTQ1bhx/B0d5fV0mnEhEdM+ohyXARnTpNic3gcUxsisYPYB9QD5BQV98fViVq+KlEcBhNU0zYra7CeHlWkYsloD082sR3YSvn4giRfOEZ11t+4Bx9mmNwGvHGyqjJCKaH6UkMWBPqUmsWI/ECHpux6GYWvUyfkP4OAs2qoMCbxdfVNcE+b6zYJ6/SdHL3BItCf4BA7uhk4cpNZDmoYoXxZYSlTa8KTms77xGl1tH204yxwitr/z3xAkTp3JLBmo9ZX8/0/YRPnZ0GVBXMHW5U46yVsEzYQZK6vv3X/3tCcqjllrNUY25El8U9JwxFNXFQalhwIYPcnnCJiQBIIAYowiraXLUMfOpT+Fs1EYVJGr1ZfQe7j+Q2nM+k/ufvBWqZNaAuO4kWfNOTs/RsrVVaYfCQSjTswoV2DZQG1K6RxOfpzdm/+x1E72sWZEqvUYpXGS22ylKGeJzsXk1oiDDXHSRJbkD6eK429iEqYLCG5GWb9ANSJYARTfZA/jj96c+dfn9pOehgk2jFqG0YmMviCXwhwlWOJWqJuDDd6Yy787WXqTeyiapQFz03UCjzb1H1jas/YVdgjMf/TYYNGfVIr0rieSTPOntaJGwIUlxsCcfL58iWcjitr/8TrGi/nKEx9ptR9bYl+Ph9GhF8RNtEfzIrnqzb6Wpyt6G4eNAhbgkvFhbz9GgxF/jCajGyJnI4tiKmRj2bAbtsqxKNw0I+1P0ckNDxvzknfRcCPNDFm7GJO81Qp+9RCE2fGupdl6hT3+jhy/IYspeHjKFzj9U3f0hZQZ8P+odGiTQkqExTDcdLziwkSmEHtMu90W9wAkZPR8K2J4BiK/cFThhVLrW6bqtxjpS8fa7ObGZ49CJRF8ajcBj+dseIyOONhXxS5/CsY/0PTH+oSdJdZAmU7HnrneBUz7gh/APm8mhReojQGl06h/knyy3PpyFIKfKPjX1gExtRZFkLPxYHL3IcZ/BrnMiGsacaTqNUgQsMJhwc/6Zf3+RLk3B9E53ZyCRdn601XjxO9B+jSmmDvC+BXbBshMTuOhrqnb1QH2d2LlHo7P5sZYbjcyllCDAgKgd74NZU5RxTdzadw+RJAudVhyEmduwxZX+8O5rO2yvPfaguU0FfhQBU0YWVo/piLDCigFmcTaPPr3/2De4OmvyZlSPrGspUMAOngSmyLC09PeCJGVDnExpfVPnP3EDx23xIfho476ony6S1trMwvzFTGGwotpLh0SkUjm+PsotVr9h5+2nq5jmNKXT9Au0cZGhFFK9nfjW94Fm1Vc/OLR6uSexjpR5CSeEU4bmx7KIFG8xzciVwRwogYi9fWNrlXwoWlNBssjB3BQ5RrqFfIcKMXINDZVllCSdChTyIqViDreVGimdEmbiR9eBCQfj7LLoMT48y+3PTiDoNhgtv2L3XlZ4m+rRHgkMuXcNkFvhdD1FQmrcg82X1K2XMb0ITGt0cN7eg2878uf/ZSi2vkgbUgz7Hsy+IihHFw0AZuJHVBBpRF045aF+l8G0O6XByuoi4MAIvVRBsN4JFepeY/TrDYC+Culhq6FKbMwHLktGDqfOApDR3igkn28HVXv5jn6bCd93dZOaGzYAi0l/ZGNL+uvT2CmlKO9RlPmeJLXb2adsePuD94QnxDWIKeV5IGQS9qepoYgOICRXNR5YqZrGtK9+FnJ3I9XyzxVAcTL/yczpteEFL8qhJxS7/ShZoaN+ZZGrigW+oK/juUdaKQ8FBqGb3+W/9z2uRJr8wVuhRmq5JIxaWKOtNbw6I/JSftdHhjWteBtc8xGYVgUi6AKNckk+XPwNtIExksARB6wjdT5j9dwUfBGMZwQkEMNT8JionoJ1KFPG9y7Z8DFmarGNp0k5psuq9SOpue60kjB6DmVtCGe+ET7RTWhi8eKN39hiM5YXLtD+cvwwxnnlSB79lXWj0xj1edtNgzqUL9yufhKORuRqwmJbMLXnYUascxl2+4MSAVxU3noBo5X1Zb365J/N9WpedWBtKnJ6ke3tmn7HFDtERGdiLKg6Q0PvtNOYf3jWpGjv1PjjpXd4mLKpJBkQ7BiCy2ckThqTbdpiYqW1S85sB2o/zU5M9sGSTFxrbwB6JYKIUExgA3RegNxfuWQDI8zkIb2TfSui6V2xiE06jfmVUy4zNKgA/2Ma9c/UUVojf3/xt0L2+fLxZ4YjCYtaR81X52oMcy6CU7+H8G5LGDJx8f0gIkYI2Fu7V8XNt+dOK7IjvjpdIeJJmH1Tr1sSVKNf/DC2fD4CUxKtLrrPtFc8evwubzhwwPSenhM8EjHtoekoBZZZ/01eqVsh43JKOrrz1Rp4AMOmNmkU5A9AOoIYGtKa+AvF4505k+jm5O+T/zlwN2T+nML4HyiKBtJBO9gJJ9NYX7JiKlyFGY62biCml5T0/tRAi6JBBV8GPJ6RcmF1r+ux1D1qntGoBxJbbRRd9KcQ4e149Xzip+k2xWC6uzZKReIH1BziTMk7AAAA","runner-hanks-croque-monsieur":"data:image/webp;base64,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","runner-bens-lemon-herb-oysters":"data:image/webp;base64,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","runner-bens-sparkling-white-grape-juice":"data:image/webp;base64,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","runner-fireball-meatballs":"data:image/webp;base64,UklGRvyDAABXRUJQVlA4IPCDAAAQMQOdASqKAooCPrFQoU0nJKqopZMr0VAWCWVsIKFaTu7ED+kzpegMkhEeiZRr8zT+TXLPxlbSBfblDZS+DQciwisijjToCd4z7T9RGIOkOwTx7x25vnmTPn9s71Hqu3KP9mcJP3l81Hyz/J8KfzT9D/4/6P2qcZ/xfZLy2NBXsDqTdYvso/7c3CpdTs3/p55/uoJEG0Y3iNN8Hbo2h3s0GG39wIFC61bnvYgL0Ys37Vo4BxuVV02ArF0zEgl1qKmmdhk2XVSi1vJ6jrMwk/ObUmVfFcSD+MTYzJif/MxDFHUSJQYyPRSDC4Cq9mEB2RqoHa5lmM6iI71IFVciuL8+Z7nnYdik0hPtq3Pzd1g29cprSCluw+ozjJ1lzDlDwv1g4hHpQlHANuubqWjw1K9rsWxoCI04ofmzEtkm6Aup3LXYDuwzZVj0Q2/UyLlRdARrSznqSkL5eGdtD5YLKWdZwGqfUNZhPgLdkSA++R04SPSMaAC3v8EyQEX73u3n7icktb2qSkwIKuQcVwcU8efvxYq8CjxrZes4iRVhgkGoVaEI67lVmRt2gDT5TN1U4qD1yK+daPvq5qdvaPzR0kOt3MR0ye5SFUwKr33P9PnuORraczJAoGy6JSCOuADDGbadfAMB6MLOOsdDkTukuFOZqg/Robi6TM2MSJIQBjsXuI/9E7tueWLNHjWHrFi3ufLWgq9dgSxqhDns5MK5Pup42zAgVB+H8C2wIKpylZn1chSWXxurHzijpKeZReaUWSqanz/B/AQM0sRYWcD9dCI/T5FiouHXuwt3t9eEQQ/PhwMLxMQ6EBZsozb9E3ADvVkrkUk9+AGZqCK7P30anMa66HvA3KEiwyR9w9YSojXGxC7jOGPXFz9f8cwUhXMrB09AbIIpGcNn0EeZPeLTWaL4SK3K7h8JY9oG8DshuCFYa1SWhEcM60zSAzmTttEQfMjcPxSNuHDhAH/qN1HJJJyhzrjgfuPpAZQxV2Pibi942z6sSK0cbxV2iCc4Dt5ksrxjxbGCd9qJoJ9LGaHqVfN4tK/y4HxE5mrqHdPBwi+aaEy7aB9Z53SaVxyNHMqGXY4POHRZM9V5huNJqt9N4kTNAagGirScQQw4xFp7Zu+MNrZciHQsydvpM6LmlMrE1unyPiZrcxdDEA2b+nuJxhS+rseYHjWQvhsw1eZevShHcJG3tDJz1IKSgGmj7M0ut1EvPzkz+Eb/IJNnCD3BEE8eFzvhO0UL9erq7kj6DnqUbmB8ihkOoIOpeGy1NQ8XKBqLgW2MwxFjNbZoTKyb+moip4KKA/tl3Lz1Ybi3F4TfETjiTXgcdJkRpgS3gkIo6KVDr4VxukgG2s9uaqTwvQiasVCgP7XIYGM55LxLKaiLMyyR7WOAPOUGR1iBqOQE9NLBYSj/SsngqnyE999yiWply4AFAMWUdaCtJVXM6A/C8sUck14kN2+pq4wrE8z6/rS/6MRSPuUDPz+Al+rXIwZ2bUBK5kAXnEfq0tfYxFhePqb6QlVfkc7wWuvHGn/UBEW/0QVLIrAOv709KfMkQ7sj8uCk9/S0WI4PYwFGVFvxJTgWsUqFUUlC3S506E6BZit6XpyfKIpixWcXfQQQULXxEXUvwWlil8UpXOPieOU2WmL3IwSS+ZbDjoPDg8jd5if8/eyWiiF/zRts0x42CDAtQZOynwmullLCzuEVdTDv0nzl4ibjjjet6mVu5I5/xpNFc8s6b8vC000MQX9BtMwrqs16bOnQLvdr3ADc9MnNzFqBw1OAkailGhGzNDL24eZGGSYvQpTv4EokvjV+NsdNDxitKHHmI4Tlw5hhGKrmZ3iJ8+hnBEMaYXAVB/4ZTJZvH1uFDJPBYxK+spFFQ9YFYWuCuseHQr21XwkNLUYJKEBv7mma08ItWcc9tFALvPYU9qME4HSp3htLTHK6VmpQhECmwJh0/1aGyzRAwOHWm7kh6qrQTfhZZmKO9NEhdlbmVwS1fe0nmZZQufL0BzvFF6TurUSfnv/QTHlhv2sRsonq+/EpI3m0HBV4YBzDTj1PrPCeyeE7IZHRkS9QEtyQVO6L3wCVJGnLvuOv///MAu/zuF4Oll2QO8fGPr1Om2ANNsN70QVXvIoq8OUpC/2TFV+VEQ9O4jl3wpbyZfKV+JGv3FMRceZEbYqPdlGVSunZ0DdFQ3eRTvKQ4S7OryhAZr3QUaWGGWOuBP6IbfHZesJo1YhCEGoBDcnEx0w/lvpr/+yxAy++fGlWio5Y4H76ItrShyAC0WszB9oE7Y09+Cgu41gBKbnZ//BHLlsqhJFoomX2WChYdO/XQkLZLdpWI0LBGbi6K694dGD5nQEVldMqS4yLUp96WYlTnmnLoV/5FbeNtsm/d8nnXAmlUM0UoVxCpKRnWBwmkIGivW8yy8/4Eq+3TDEAnDGWczupzdyWQZkRB7LB07Vy0XeZvIt+pYYaM/tKNNXzulzJOdIx4iwT646uimDxF+kFN94NGD47xhzlT3vnFKbIvIafMjkU2oPi9RBXA6ZkPr+4vI44H/5K6GEWY8i+qmfXcVwVIVxgKBj3mQFATqz9njkHjtYuEn9fot4ql6jCu7nS8ruCXQSKra5aMGXjlS5j0vIyKEYR12Nvu4MlID/SmFNro7fxGmfITEDnVlTiS+HYjdrzj6fvuxn1zRTYipfDOGEZpcrx1JjyMyRCX0s2OMGvJsHfzkXwMBu4rRxewtVfT6HJJtMYKIv30PbS2GGd1arRYA3QSfzI6JDrOPuxhwiUNetnxB0TEv4fmX7uC52USbNmyhyWbaIsKTYZ8H1ncFxdPsTf48HUnEYLAflcaMZvmKKvl8Dlz89UPu3NnG8SAsH2rRisfXJAZpmq8cry6cq/jzsh432qoMAAPQBlgUPYLnEyGOoLGZIqWKdW16IsfBww2D3rVF6SqtYjZ4dvqTgGMS89WwluqT3Nv2LXzOB8lXr/+ZN2yhmpVaMjO3hmsoNXegzOO6MC6Kxkowacx32YrfRNphOw/V8+DUMBFLOIFZvsXf+YCB4gpylPb1Fal48wSYFSJ+ORwJ+y8NLqi0qOucQRu3lWFv9e0XqvSch4lI239lNGTiAtiZgNPg0Xrd1obZlK8E+gpZzLBVwUBcQPZ+WmsFyZ2FcS2OHN5O5rkxtRdmZeeGISg82Qu+Fwi9I0BTOWTaXkaXyN8ryAWFacsCOJ01GBnK6csKe0D48kpj4EdHvMNgupRiGCGdjkVL1qrNJusclX8fLwuFjlHPLjFuRAP+33PPzGdFUrUkF28tpjZx4AxC87zjdDgj0uw9Pl5AdIv0TUUAsr1H2sgxxWJSXQIDIAjvw+ZVZ4U7Kwj6xhYJwtFRSFxScyuQAL3ruZ50GO0iiZsZNl1qzRNEqx1KV/8pez4OLMRdQ5QycEX7iPADPzkszHIiTkqFALLHbz2wAQObDcDXLN7T8KcFAer223RklU8Ya77Hawcp47tXA5/OeNle+6mJt6W7RlVTav+GdxJWOwN9p5GxCnBuPKeiOmCSi7P134LfyKc7E0K/EoZ+0zI8KdRLrcVFmzQohtdFyFztsIH02dPKAGlePJJKaerWChE+OTbtMjAaHQAO/8heNtKiBAhlz0C4WyuXXTvUsTh8Pt/hrLdlIy8by20zIk6s+tV00/eDJgZAzc797Z9j1SEMxTCTZwJ2Xgazg/o//h3Hm7G85ZCBkM5VUvwHHjeYt14ljm1X3kwEAwEgMCSacErHm9IAnBVkUMmQZsUgMXKxaTyQCXbzfokqEdMNXO+wdClmWuHvT1ANTXhwMFu/+3TJeSWsn4VNbfBz34W94Xm5/glgGHNmJGsQjquZpJ12slOLUzpqb9J/Ao7najEVMSg+Py7n9yQm2Hktskc9G6gfYiA160oYf6A977CFlsnYjf0ShivprEapYIMTGe9KxN+WS3NiekseHXTg5RIARBquELb2/ECQDC6KRMXC9DkE6FchD1eUmyOuHp/hqpUdkMROQaIEZZ31d3FTCTfBtS/jwNpimpyJdFYPuUO/G+IrF/acTzKTANHYIE3VqP2jCw4jcaSXnpFiHIQFTJTsNJhLERGdjuhcneIF4gEg33jM+j9DHfmPXWL69uKhOkl+jGB8zEt9XBM2RsgsvsSXlSMYXABbpgL7pMRd1JoxfD8cpolbJjhmVD3XdNMmgIwM7wBgM7+BS+GETnokTFcloZIt/v1VTXxe2TQGR8oaNQrmIhZW1dpLyh3f9Eba2gCbtvak+5nTO4gbIxqosbz32mElsx6W43I8h4reEVbM53P18ehg0aOOjx4l65mS1HYD3/ytWGOKSoxbwkc6Mz2D+o/iCQpPYHJ38YhkycHdtvoXKqfDrUiNuZIkHvh/A5ka/njYTD7g1eu/xH5aTqCrLyB99HzVlyGIEru2H469wUFbkyAuOTPIF99imm0KU07GF0Ncw8553i1iNX8JyPzj25JlQiZ4yzBPN/Vh8WYfIqLUF7qAy8HS6mzV8JVPYtcmRDbwiQgJnnmuJqjpUUBkEhfFHQJSs/ZH30BJnGtgipknCzsGurWlAHwabCnrQkUhHneyJcwCFWzPCha4023m3O69wxyEwfJyx95jRsifVHoYBGKaiGFQ0t7uAf5xWZaFHc4LcD9J2TlSjVmF79RinrD/1GAfveC1GoGZa+qhBAn7sYH9wXwF//xkSlek72BtYTFoiKkUJJO6DUI/Qhl3J5OY29yDOUhLjINLvHHw6Qg3tWaCuPQ4vlEDW+ZCnX/bELWR3yl1tdeE3QR1YA0UIZoMQiKuWuMjdByv5mlCOvZ/l18kFXRITGGA9lnJV2RQnn9qnxGIITGF0e514xWKH8ptubUiu5LrHUS4limnSl03KjFPts3D2i3ilBAeA+Dn0B44mR+4pYgqQAtycSxbmBLsAYvhN9S6F7t7swxQKnLfftaUNn1aDMqjmsqLeaNAy2auQwQ6KFVFxGuqLqRUqDACm62jqHbvzqXpchz6ZvqZ9b0mbrJwQIfWLBWvy1/GGYaIel7spVJ3cNujSvszmxwEuibxU63x6FeVzcI0x5oDR+GlbEftpx6kYmLxHdoywixQl81lC04a7AuGG0N1EUxPTbJivfMitJzXqPP2b5S1hqCabyX9WYP2zxiGm2NajUdiWS4azXfhMXFihQPezHwC6P98dJcz19o+pQeSa2MCgh4SodnasYHOu+I8L3Doo2yY5LQgZT/FMsQG0x1FVIIyOnD+6+wrbJPN8m+lH+weCxgGPLu45gp66IgeFySN5qVrsdrdf9DnHObRjijI20YNfM/wI0wP/QrhPMX0CgrTA/d8YUwHfmqoNnuaD3sF4ouMPLwaxQk61v/r1a3upw3Vc3dDt0jU5gR7h8lSC+kkMMGbVZrgzWWNFhshF2Y3YtKOwToGE1J2BkQdDaolnX6/piaW9WuUaYdb/t7s5MPvffR9SD0sIhA//cTs28RsLx0NlmaumAp8Ij15eiRuxgYlYqyZE8Ri7vIecqnWoKJyNTIMS+QdcZp0JtnRt78XxJ6970FD1+BQwvsN0kjT/MvbhaKomxRnoIibROJDL9oafM+j2dniF/tcDBbj5WzEV0tPsE84DNBgLJmyM4uATT2wXxiZ7bQDe4affP+GXlVhvKi9XI3sFdUDkrjfNAMdz46DDrkTv0x4R/0YbhfQ4awd0neA+D1q5fBXmnzK+yxyxZZXvFT151IWa+Rzt7Ppl4A6zuBKcfXbnkpOVWej7A+dev0IOiCQGcg3VdEG3tRh4mGB4QVtupVRgCMgHth5wdrLi7RkkXK9WyhlpyWJYP13lY7wvRWtFxF/dyzbsdoUFRL3LjF1SoxAfUTJbg78eQDWSq9XvnDgI3nk0vn21JE4GLcm7qo8/RAvYqzzbkRUN6og/XSoqxg1owlHWxrtd4Bm8mhpF01zw/MGstx08Qfrqvmgg8A9/e1cRR482rrTpQi9WVthZmo9EZ77vlwmOs+f7BMir8SJa0oeYm8ESZ8krvom1lPGR+0xlIkKQ3NJdsLPPkrINsaglgSb4QWiVYyj75wcNPsOGs335akHTp9Bx49Xq09fSRnhxAR4mp6fpTY36Q0rFO7ysramx4FuPZJ1gtFIoVem+tWZVi79ttbSAyiNY9PIydg7GkFjTdq/IUwlJB+Q0K4HDJDdOlFoMbduxJHrWCBlGy4CNDguFc71rxzTWg/pIMaMeidFWpjOzJKAiDuaz26SksXMYP9qBvr/0qM/yZkXWDSZWDG4n7vdgyu5g3waUhTuf6Ux0jNSfkXzcDK01izDxDO7zeRrD536z8VlxzdYec1hjP1qLCWHTD4GzauWjjarxXHj536n0PomMPPXhCdwqLcGIDzmVKIoSPHajwNuzgwu6Jfad12UnDIQWxtYOrkeHaAoy1J09VfR3fszuI7q5RnP+C0JxD0jxH6SDZaMpxjpQU4h6SlNJ9wi58FyqeXXEk7XRy63Mb9feUznw+ev6OHr02Tev3bUs5UXQZEbux/Syx7JAQ8Smoerr/G1AbvEnsMWp7qxkwQamTxPjjyyB78qBuzMkwG6CUaXlQBxdIZ7OROkqdE1qXcO29ZrVcPx7OpBrsRnnYor3UzYDb4qiovrN9owc2iM34Gi8/LEweHqKGkQWG2IcUaFAZ7EwykYuI0Yy41l9N8FWTxMSYzI9uJX/j3tfzDyMwVyPamaORYkrpkl2v1IdSaLHMGPCKpTRBFBuId3kvP+7HibjCXIl+zIwsA8ChfU1FRwUkHWG6+ecUrnxxNNsF6B9s7augX8vrnnl56zFhRyMOsr3ogdr4c/2pamA1WN4gF9hBz4Ba2fW0Gh4uRtncpGMk/WMEapzXsDtw+e0+xskcR8XgpzahQj9vHdGoLAdwcQbK3kcpN09dBZi9i8jzWjTdrptG6xynO8WH/9icCv1CEK2qm9caiFoNHOUdaUGvYGXWsfmBwX0ivTCyniaBOVz2zSukcTNWXkLCjhJdRKHwy4g8ZYujYo3vW2OkykqaAtodENCS54qYtJEmllSwVBLNOZYLQeeGuFayzo4hpnVaU1SIkatM8Ore5fAogKeAvokiKb22BGDiStF3DEU8D5nggW1Tv7we5MmlpMKMaHsnMlmOLFRAjf+1nLIp1o4f1g1gHQ3+tMphieUz9K5etLwOi4QCnLLtB09uwqRrhTwVCNo6Q8tNL4v5DEw79RB2Ei17CfWL+rLUTHSmi2m3LcF3xwMiyUO67XLo/PkimNf+Hbcre9pqBi/d3Ko55K0+dJWHGXbNNDhgjSSSIhD0QvX8xsf93GI6NoDvNL48eaHS+CKxrdzow/e9V91sqgdMDH85MI7BoA6KvO6aLhZDBgOYTnYq52iLkV8bg9Tna4lzgeWNjk/IGqRoCvIDATrvq3kGuld2aMEDDdoMRgTARPoQgkjGyelO7lR42CHzr9u52Hu1ZXOxLu/fGx5zdTL4PKVULpRChPzo2u8LQNFGhCivR5T5q1yP2LNJms7UzkHpFpWBq5rFQQOcFQXYXLg3HxSE8v1gmfx7B94PGgsLJU4BzQV59+EBAwoM1b7IitXcY3GAhf3NFE0bs8AN/DQUqDKZ3QsrQszXsMspaCayXjGnMAtUOUBXsorc5U+9QN0x8sieQVgAIkDCPvjewSXPJKywANxcCtPKQs70Hqqa6DA1jx9PbokgPqgG9jOrlDOfb/NyqXAG5bqI8ARwU3uZicaONFAkK/af78oZT8n4raA0Ex/n4r8Bd2gHsNs2pzOb2fZGQWDfPaGx6tJysZVWS7dgOaP08A0G+6OXOOSCOJ7UJb/T+cDtvz/7990zB2JUbzjymnX06KsFbJlcVM6dOpYgVFn1c/v4Ki2hJBS28w+VFEVjYBdDnA4I9x2hfhPNEhBVJrX/3v7bu5WXa9ljpG9JRHbkzhJ4Q8+mjS1NRSQHxw6qBVZwpJxdl4EbVq/JFyn9PmUOTbT8gylCkKUss6rkxIAsXM0Cw29t45oX9wB8TGHz9v2iyaWfMNzGBjwpGqa0tYMLcRa59mfWbWh9dLYMGfESuWFOtRXafeJiixqIz4YPMRSZ1/OrUUfVyK6U5p7MgG2p0hwn67qFC9rWVZwowxSpfHswCQFBjew7hwIaLUXXC2SbD2e+xdFqggm6Do1EOZpSjzQ7DT6fY23MCz2Y06sanqAVwalCIfuG0RNPx2VMca9sBsf+62veloZmyhcdnoBBseLrjz58LvfO4c7ed/sFZbI9VywxF7yv3xRYqxhXnrtwSERVMHlYpebBR7QVPAi5Q+hzyvsuSxJA2fPwaocI9x77NSavx0Ux+WMjsCF3vUUgRp8nfgqCMEduZWQoebe/ry6TO6fBo6ZnB0yfTnS2xvVRTQmcEkhFRnhpaMRSsO9R1aSXan3UXmRWEuz76qfhvkqsBZaNBWdP3xE6Rvngrxczegh2cM6ucG638F7zGCjixSZsmcplpIg1wD5z5AlFXmwxB2zBW8i31XyUvNBKWoOvKWG/QV62am7PHXzz4wfuQP/KFYOtovNie8wtw5os4d9/NUvkBU1eeF6puINzMEhjqtbKTbcIX46k41TK4lawSxj+qUDsjDl+zm+ZsuTmXilz0nj3cE/uAjLhEJrWiavb61OtafOzmQd6Ffj9l2iufKG3T+eqvKWzSJMHaO44yuRpE2gG6AGk9S66NhjKQjv8Pn1wfeBAfM/Y5+9JcQnmq/RiT6W8jcW8zK3TUpTTu91IYAD+kCclVNu5nCjLi1GoODebIr/Bg2f/69+f96Tw/GeyCGeRkaPEgfhwbFoP4PHNa7SIdKRrdGNBlfvgXSIUiEtaSs3KUEk+09OMtVlk1CmK7Kar98ePTivvPmo8LZNzxxJZygYgtjuoJ7zsYUrwMeYugJfVY+WFEulyQhSUj0Sk9kpfFT2vO2/Bk07paJAOLNyGUBvavJx0kE/7CeqyOZe8ChuYcrw2lXiQkXus8XmS8MEcemhcnNyohrnk0pT8oL+cJNz+uTnTUUgrOrdrKVWPlRfyYjmdNhf5TcHxHdAwpoSdkRhaQ8EH9c4ZZDG/d//fkfRaOcwRIQurH2BM9uJTu/BkWFYw89QEoyQ7DonzZbZXEuHyXe+1Pje88BYllnGoPkxzaDUJHo+kLx/lqytyYMpftx8M29ToNF2I8dY053AzpvyU2yeaikWdsstdzFJhHTF5wNvvxrWgfotsXGf14bj/C4QGTpKkBgbQ2GARirlSQ2kGLWLdHWkCwgwX/YcGzkCkljQjtuhdPogTqlaxga/U3iAM9R4V8dt8olUqiH+h3aje0wsZCdmjST1MgYetEmdO1G14WbeXm5GooLCZ9vbPbkolKlZ4C+SrHmNzTlliyuN3NCt8MLO+YQDkpf06ZQnzIaW+LNBeNZLh8kPWx3n0dxbGsp1WeDinVW0LW4WOjDtk/XPm1SjlGmSx+KG9SDhR8UpNeW3dc+i8z3OfDkNB++A6Hts+AeLa8EA/bP5ci6Dt1TboRl4FABEfrvNxuAses9wh41IM/Ktmmo6zPmlHR2SO/i1tST7SnGZJZ5Z5sSaWwfv9dfSY3BBdLOK6/95PhrIRRofHoY4HBTL561cQtpKByOWvZGwhtaUUmVWLT2nhM9jyqWsLHA1jl7S7xACQl8APTF66obKkWNDLCO8AHNZ1Y8BDm4x/QnPsLadb9xB0ohInNWunx/Gnl9RuX+EtknarQmEtkUaO9RRTzGCwe6b/HfJ2KhOTooHOMWBgFSGnemiqeQJpNxiKkt4XU2oN+IDgVqv8euc6M1isCa793USX0llezfEdCqEOSMyrBUkNFzfeZ645TC6j5vPSjOi3z+0qJ/0pURMvE0cybTnaawAU3pCNoufqmJ6nMOduXCRa7YSu1lMHufEBFeHQ9idcsoRwTwUv69+vt1uYuDaZUtbR97FsGMl7ED8Xj5pQtroYRNnT69iVh2Cxkrs/aXoqA3vSiJoj66Lm4nwfPCwWzyeDVntOr8cAqn2pwkPC/6C/dDXKlTJ2QQ92xNvqDyXJD6b2bh9gjbr/6Y30JToU1ZnjlOdQM6bo7/tjSDDrbjSh0Z8E6F3th9fFQZjlsPcWiRt+dx10YZe2NXtnoYxt6oflKE4UWSBJrLauTHZZC/ohqso+a4XQJ8jxoCIkwetK/n//fY665jYa0hu0vtIQ75hcsXhZNLNdeBWBfA3VhYzHUEXQZbnY8u+FLVA6wUo4a7UO3ZYLKwSizrtDu4fIVah2nzFLRoD/IXctegRC9L/iCh2jikYySc4tb1ch2x9YVuQCFmU6kUt8B9iX4AZD9zgaV+m2OSqlN3B9Y7tkFDuDhiDBns6W4/FS8VQgPWIraNalC+xpGqS7/brvL5uI77KxqKOiSAaiHEwwgm5d7LgBn2z1Bu76jCItygPPuXSDlo+qXx5v84QInJ6SHFAhenl0MdDKt762bXchrMNIcVXNtZpXO/NA6exLAp2nwMH/zoSTRJQ0xoPUIJ4BTeQLedgsR58yeLjyLrFKXGdoIQT3uY5Yvfvhz5nWvVVEN7LNcMU1H6V6SxMmGCUg+rBfU3wPKKbslmwiTxK0zM21+KW/0mkfSt9wbZPADxrcUNQ6I8MNWx6FyrFANNViR9Egmn3sVI0bteU2JkomHbxbA8UOOtILnK1lqdf+0rjSQdxpZBk7OmRxj5tuZLTNiAKpVcsCZzE0RKkkwKyrze3zxf+1Pb8CaoVAVVAA2vr9DaLK+odmDvn6vKXoPndmjxj4sr9T8nr3OI3Z7OiAIJy0neDLqRIvVTzHgP/HWa6Eo4Il46TYmV/wVr6CGrGPJV5OJ3m9BILzR0arcX0orB8JaMYg4A7tG6CnqdL53PUX7gTnF3DY+DwaV9KCAXftjoglpRC8Ithfkxr9JB0WKB12c0A9T0NFNTTOzMZrnVd6wWDcYBW9FH/r0MBwCguzN1mVS09yyik52KeVyoPt4gob4b3FA5cVhIHRRP1dXPe3WrggzW3uUZ4f4gLiiaOoUjb5QGhsRya4Pat+PQasNJkiDrt3vDdMRj3Q+IILLyUIcV3r8F5GYrdZ+ELLi4qbg51jZ58UB6Ri/HuCqUWh2uJ9l1hxR3yYGCJm5yXi4Mv3vQL5/Nwv4bWk5S3B+kNcfvXKchQUsY91Q4VKO1q6UUZTBxeqSfKPaA75+Uz6T65n/1too+sJp0fxrXX/ljQL7jA/2cSFFvTwmcnSZDoz+QwJpdFs4eLKZ80NQu0yO8hEkJaG7qMPFVAtRxYJzThbVtaKVnZ9kkk3P9/I30XJin02OIxM3YV/ram33J7H6TMl2Vqqc0rZpOApnocQEloxEAkApA9AHrqNf6fXiaSo2GQdBAGHVfPoBGv2RNlQ9Pka1crwNySmxlaYb7zGvWsAW7lui1ZOGS7cfBPFcPzqYS5sOxYX46cVsvZznBaPdtyshIkEu4cSKWDt3VGMQhSx86K9zQ85h4tvRl5c7Ox2D+PWR+T7VBm2BmWKOd/vwGX91UKGTiPhvs36SrTF3ePHKeImAeOOOzxQbiDx/+h68RAx1d3fht6WHl6Qj1pVYjyVx6NRKMOU6UaLUloa/hkBgxABP1YnJTPXzCDAuJ0r+B9rR8AiHUVew1V5WmXAwKQhq0/+8+VynmwcWzDutqCwhxWnjIIBuHIqGf/oWDgcT7EfVynCo+Rz4lCZGvJ41lUEEEumF/vN5C1XVdPzZgRbWS0RnNq6sqZtreFvJhZwHAFs27/Qbx0YkHSSdQliVqEzND75HwFsI3ZmO6XyMT8x22+b/P9TMRrIFyszJMWlSIgU85xrUCqzJvwVGgszduzyTMaWSGHA1BkjgsnXD15gTz86l9lcKqRPy3gTfqIaVZp996aovioLjtCjz0XjZ0PflfVYbPQeXrxYScj4FIYTpZmPhkNeVRQPeYYAdyf5kc5StuuOEcjkisdomvwkYst8bffPYEp6ZeTEW65sb8xAITt++xJUyHz0kUSNcKftMRzrTxYFVGnHRxlGUGCLHuFeJnzrxApJW2Izdg0lMpP+haKbEa3aTbYs0k3fCtQOxeRS82zN1iVOvx6K6TiN57U7ZFGTxjhX1Mg+tcYN5mw7G4iQIDENRHgJggYSDo27KhfDi1rkSgQQzm0GLpiQ1glD8gY3OLioz4tUNMEGwgLKN5LZO0KFfLSwaNzO659EooxulS12BIlc1p6jpsSjToaI/J/STCvOCGgiwtYaIdCPin+5B29uwk8eMTCwyTqUslUOlLsjSxJipFVxpMbFUHm8XHkhrR2Ys2H63bryu9xVeBQg6P28J2OSuOQcxsnadIxqv9+3EAKlg3CKwAaSDm23o27dPylRmEXkvlI2ah+OklpjdV2o+DgkZsW9R0WiHfdP4efRRmxxF+oR14HDnPMqo2ALMNaYSLCOOU0ljyBBE3xMLSlNZICYkel+8AWyk4XlvbnIROc5KNwOXjRJuUBBhsbESqYHEJrNL8iti/+6azMr5pILV4J6pm9r/qh7GxQxBCNLwNQe7IGgP3vzaP3mLuN4IICYiBjohH4aci9yPaS82tmt3UtMS2A2SgbWnf8BmQ/nZBRgFCdZOZCI195XtZfyYX9IMM6b+jGxROJgvUvXVeuWWJ6kGsws6jiqhueXHO17Fy2AtWvqO+GM0DeCxGmCixQnPNb/ts5lI54+pzKVmQfqPt2FzWhsqiXrwUfu5x7okH64v0c7ExDQDEw3evk9gU8lt0Rf7cg2CT+JDKHW57TEdd1IojbCX2JpQqDZ1aRGHGcYGvveNF0DLSZ3GpYZffudveYi3gjB89pJrZqp6+3Cim7AQFk2CzwJnsO/DdUpeQfNK9ykHvFUlYrp/yAtMg8/NQAv4mHZ51gxSGE6qiUUVd6mdgI8WqemH+96zUZL06LDE+ruKfgH3fkKgEHslKMT6ui57gzLYlJs3FjMBP9kto4bgCxhqQDBKs9u84GOHac+UntkkWSCq9OvK5SZOp9eaLx5my0LcmjbvmvIre02HOBudq/8VqEZs94YkUP1BHh8YO/6zoZND+SXDdXzy0Fo06Tr2Z1OvLuY+IxLIJICXiqs4YlEcp5oLqI1ao4hlOZ5rBQOwOQ9tDWRxOZOrHc1p/oLKerXxvPU2mqIhmJZ5mERLUepCLgtNs44S5nm5R9pf97lDACC7tcu8aKw/cU4/TcCBGDFJ/oO2XByPA0eSmoLfg4338N6YWs5j+ZP45nn/2Yn6YxgAvvWGm2VfpGwO+jqp7nAdScqklGRscVCTPHRO75uz3GtLlqmw+GBpfAgPSjBenI6jGlZ8osmAqyI32eFrq4hTv4leGV9fL9SDyY+cYG23O6hgZoBRhNywc2NB4YAK+ViI/O+43lHkwxZqYJQGv6LDAnhKHpByDcCCgzFdmk0VPYHvicHUVzzVzbbm0W3FtduJ08k3dZrElN3RgMIZ1SNeicuYIcWwKQyFjkk4FFqDf2dcdZO5CtpnRk+iJweRtAuH4gXl7JD6rD5zdTHFnBbo1E0eB3nwz5zfo3vqAALgQM1wVSVzK0b1U3kx+f4PhQYkCjCi5JebR27tSvL/Ee6Vdrzul9RLUVzmt7sMwNolRYH6O/oWQUMg1J/2gJuPrIKIsrhhRVYWAFPbHc5SOr4tfGZlPVfi6xOQdt2nYmFXX93qUi/cz8mdNHKeGV6UYIcdxMTbiZI3vnjKpHFdFGedXdSMUczmQHqRPwb+nCNZvayapWnhZDlsiFaxCdxHUi3rCqwWFn3g22fHrUVsUx8e/qLseke0arbyytQF7/54pjcrhEA0KE45Sjgpuwbe78iYLK2MpcN1sLikd040fBi4ky6S3sWUDyGDDROb0aHf/H3yxIDi8yABxRDcy6dfjXlUv+TSFeR4e7Tipd7/NI2ZNm6g1oRbz2J7zmMtTABXLYElGqq/X+z8sFaAov3IZqnfrN0o5lCB+Ck2CuLz0BqCpQOAyKOeUjRGhQu+v2FPtLLFoq91wg9AG7vtd5swQ1kdfeFzH5J+LpUoV5PAFJFC/JNcxDX5UKAdDCy9odF/xQ5g9rOi1V73fbiTuIuBc0emKAXp6KU0H16e70xi1MNAMa17ASKZlOgJpLhPsxHMxiV1euY2o5K+6W8awWXyPVxIe5uFu+S5KBb3xiRQvMzxwHTxeBRdnUSFoETtqzk3chLHX3nJDgVFIE+zft05+NENEM2hhuUsS3a15mqg4M5Wy4c6SWvSTUPmL0JR0ldMMPjAZlE2vm6qBf00Ha3Bu9gyIMgsAlxA8GmYBKmwcDJtbOwrapEVByhA3tzPTx/qNqJ22vVBX/bP4G8ax6fnJH09q+3CD2TypEpqQmrQpH6kUSqnnVGDMnmPJhERldR55ZFGj7b9T6LKRqs3PRxtF4OG4/9HobJrRgyWxXFMUgJAlG5GlNHoILmwcsiTgaaJIM7SBFEDVOXxJjl7lhEExVUrOHu+oPYUhvX/+gbkFu2StcAa7+tw9WIbtrwivVHu142M7+DhG6bNd3yvL07Mu8d54Qk8QPBQp/Fxo2smnHC372bCgjU0OfBtRC0grcgqwAyP6Fa2SqcOqChExy9pNLI7eNHZ45BDklOZgERMBhQb5deAo/2Q/LclEYpxvCICzoA9lKgrv9XXeLkGHxh+spGe0nZ2mVMq5pvHZxqNKtxEU6tY3EcjIix4Bz49Y+FfacuTHENDXV9QnYzAkWnYZ7QtUtULlYKCgoGz4HxLfZ80KCTpaTlsD7ys5XtadXZfOw+zWH0rjYhAP4h7V6hUoA8tg6/6YNBCk+em+JDrKzUcxlvj1lxqMdRnt+k7JW+PjGEc6IFwxM8V8sZZpwt6bw8ygmIMSqXbhdbZgrXWsVCRJ8vkH52m3J+fkli9qbl8QVQpRihl9st8nxpfjSes511nUxi59u0LSPZ9n8GlccUQcVf0TEf/ClK4kpa2TiIWohZelFMP07POXMrkM2IAm1BdfDQoadefwz3wogv5YmZ5fWSZ79QJr2uvuzxOtZ6lMBwyFo/x5OBqJOHJ86tdKmhUxxN415QvkImBc0ZyG4swz2f7bGX2P/hUyd3B/SiarhcHZQNBGn4AFqWONg+BMdDEIeFAERFNMvv3Se+/AUYQ2vIVjKOYZdixeS/lrNdDbvO2voUnMnRdDJhxZwpLRinxb6/HyLyYJGXqphrsFvruKc86uY50HBCr0ZcDu8USd3NxNsAZFodBcqcJi3jw4i2grt0ktsbzqNVVeqQWdW3LtxAt5XVZDeiFjDYs26DoOSK56XaC6+Pb1Un0KaJpwb4fFaW4FW/69HF+9uKMUDhU5XbW8VeEG2KAne/WUZYpnNIfcnGDQVf8fch7d/jDo5o4W9xC6mIrLX7O8+00YSGeMbEZfQ+27TAHfQg5kuHJaFgjlBHU4AYByqNT3R2Duv8ASeakaGUINZsPjj7VFHD+Un4o8alzYHAS4DRuReMH5BMs3f5zCIJGlZMQymSxolN24rPvySk2RzqUiTarY2OUiykAkoXsQlKnXZz3cf54VzYveJBVwhxkPsxY3PtzGvn7MicYyvD2lCtgCrs37gd17QqFNXlnv/0VgYNLUVOBROXE0iVlxzDl9qdYH4936OU/rq/k7Ka/NBSytkzf/oHgAe+qd6o1n0cPWgz8lOrYaxefhD8spSUb56yOZwsxuCJgvLJrsFp0lvGh03Xeys2UBwAxXpfndaZIbVJ9uJls49Yznqa+m9pGTiGy6M/MobBJPVfWQ0RuBQsQVpu7DUIuhZutiQCk0zJNXzcTjGyjiECKCY0ab+l//9puDLJzVwuz7i0NPpoTnxNISmtvZHzPDXX6DJHz1po1oQNGemya2LqMGnbCKPYuLoh8fcm5t2HAQSujiHQBUq6kegcv2Wmw1tcJkDg34JaFYHMdDYVfvoVJyF38FUXA0BcnwX4TmZqS9NP8mpz2lW9afrrLGpdmmhMABSnMtdSIBSwJE0ri7JIkCzr7Fx94Akyv9q6BQY3fA5q5cJP3nQim8oyNdlr2b9KN0peGrlL6ViYQG3lDtuommDGfrIO0HW7aQKoQ1xq1AwrfNvDLWckBnDVBzOZdRx+Rc+mhS3wny9UTTXK/Qtnfpjlfyg+uydo+dvixvZoofqwJFmNk6o0VEshH2i+YtU5mM0Db3kPPngMDWsPpelY0FnVdY13tOquv1dHMt4oV2/JttNY1426Kj0L6iiTKk6/4P+BCAgaA7jqOoW80ZC1WiZGzUqp9qso//zh95DMuCXtjuBeEoji8vpmaHopaLCaTHg0luT9h6ftUVLk4T6/CAml33XhqClQOQM7otW6dc0YCiqBQnnINPokdTEuuSFa9024JyR7dljpYxBUsCpJIVUXuXL4Do9eu9rqLHbFIWY6DGpKZwOv7A0i/lu/fEzf/S5O3oULMj9VWArIKh59rxQj2IPZB1wPswKUJSwepqMbgWbN8KUMy1OK7fjggojM07u4rVWGdRrOYYLjAxEGq3ABGgHwAK83yhPH17fNqc/YhsLp4WAjHIJjYnjfjNz3l38Jx669uPADGvaPS4IPf4h1HakgNt5j8tpmeE6JW/zq1Wlm+mGqghFMuBe18aHJh11U/QTjzQjxk9OlR6OE9r+ishN8vMKqshGtG4dTYN81R6D1KIArlKYrYg336ulQ8n4QzZvgnYPo2YmDRqhJEcjmrU7Ri/y02vi0pt2GqYLQ5PCQCzgKLKFuebDKZIO81IovytqnSA80APW5Kr/zg3UySwh/dsKt4X+ZdueaDXz89e5XYAQ/IZy0MKI66fSvIwKQzh6mriLSw4zuynzGi+2Ce6k4SWP4k1V/PaR35PHzOf5NSzyB/EEWNYcjJWU/Ad0aVDhOvJBEzATmYUyG12iJfelAtSVBnxRBVlWLthLd4z41FaC7zoTu5u3QwiNUMi2u34r11/WluHmRnSGKEKi/hsu+oHvNSW+IjsngBPUGnxo8IPZzDPOEGsEMVgEjvZG/Tm7q58DxoNbRI6W/165yyrkGb2f27ncM/8KvSf1OxGpB6PeIksfPIrtoFM3ZZOxGRHT1Un6KQVRgXLZpopjwi2iMndoilll/EflkS69WsWSRSiCUk9iQpk3+lzX2Jd1xIugCYc4L34AU73T4hbVKD2E73QlXU4qddGfo2wTT0RphEPBUzLGUg5KpY6I3dvNSHQos7uNEtr3e4u+RgYrd7TYZLoeG617uW8cIKD2Er2K44VY0my3UG2NPY/zr6G8GFltll3/kaEVqYj1ebZC6JhJvubdH6t1zH0xgKmLkZUXZoHDJj2C1TgrB9OkBvMmcMuIpNx3fHpGQIBXt9HVSFkUtxFRHAK4bOK5BO881cMOlwUwRxnTajF+ku+/s8brOENTVmye+1rLizPpPlVH1TF/LnWYXLIO2dsJ4BxbE0G1MDpAHXh/0/B8wDJjfUOTouDSFgefEbscz8BIfy78MPgeBW8uhyRzpPnK3iD5epvAUrpOkggBypTfbT5cpFQs8m7LFV+M2RR4q8ae3KN2s4TLLab/HPHom3dOn2JMVFDrI0JTSDbCD7J6Ss8hf+b9SHbjt8zaVue153dDH+3u7/aK77fQlqsjKRSmsBCzfd19WwVRkOz3UEKfFXAhnvw8J3t6tfEiccpGx24LbeBzYC7EXE7oVtQwBhBGv6mRosrnL4JQbKu1uvH/rcg+M5y1yUA6uLAGkMuWxQLYQ79qlRk7Or/tr7VCY9yNn1xMwQ+18071lX7Mz8gMhwS6ohQcb8erhmfCKRqcQWbzR/2cFL28BMAw6ilC2cdjVDEcQzJnWCWAifAXIJhOnG97oGEIbrpVhtuJJJ17SRIUypqWkRr6uY7Yx45qFT9BhnniraxGW2BfnJ7KdxJHK+wWmiQl748FZfKCpNLSwGWUdiBVNvTR50SVjfzlMNWQ+Z9nkeSZHinRgAMVwfMC+ugmX4JmdfI+tg6pW7ub+K9qjIu0EU0GN80PNrAy8Wz+WoNLeR6Z69wdK5sD6wvy5OIcrzJXXgnMR86yWJMtPHbQklOP2YT89mp8+PuYqXpMd9f2BiOenfu969rT/OXGXCYSgATrDYhaGuPPpX9uqS7hOP9HiqFKHQ3kIh6+O0+Vh+Lk32Cx0QsCWU3b4vbhlft90cK8RG6dE2wu4jNh7bMhPml9ZF7mkNd1KVTp4cNXdw5/cATxLk7G59OWoDHNkYJnLveQ6wva/gFehGoVJrp8WlhhxmG8XIrTesdsG7NkdZ4ZvcukeWBqdxJMn2QMEi4kH6I254PCLzdQUwF4tOwzTv2E5hklBRi1GVTFG9yfKcONgmKp5thg31KfuxacS46F0vKidLwXJbccUbWaiF3M91PzN0B5dd6p8MqQZvHI+IrCbI5KCVHGvmHGxOPidC/n7MHpc56t13ePeHiAxs28sC3bRCFNbHw6Ogd3LThAG31ckHMDCSTMtzNlQ/iz8DjjLSiEXR4RhE9AZjPiQ6vjKT6zUFnlqIJHDpIon3OgT+XIXb9Ml+51dV7RVAtrTd+u4ReMnDN7f5TagnAHG4KzLfOmqfQtf1wGf6IaRJFptwzioGeIt2Wmfe0/TbG7LCW81QB55ctCfa0WM5BEfI9sIFWLLs0lKhQHbwNuFJoP6JTJkaHSSskwNyXNFs7nOSKiJ0kSMA1mtYbTn03KNQ+w8l7Njfgxi8+IFvQV9zQqAD/dYxWW1PC8imYlU9uCfVz7q7Oa2lwQzyrwDfnqyqKmwPCcjGJ6Rnmj2mkJEbzIf0nHj7xZ9zd0eRbSjBKj7YO7T/wCU1JcELQm0s5KISBDL6Fhaa5pMON5X5SDUO3q2WrQK8qcfaGH+08guCJvRNjbq/qsh4GUrp/KMaHodHsdPVzGXUH3G3cO21II2XPnBrcHnHtlX6giQ8xMnlk41jLYPMAmxtjXA9vHtsQl8vb6nKW9XvyS1OEzlUbkSG5pPlf4Ep4J7b74GYP2JMDiCIJYEPejLK2KbDY8vxODeApb/Qb1jRgtTKCRIdhv7ZwiXPuvooF967YBeZP5vFeKEBmgpCUStvithemUtsroxGgbLuxWxrrVcQmCuZ+wLWqsPumiw7g+lokEEmgJQtnx7kRzCVVVFlzeV9dmlIpY6EQlJXQHDXl+I2bJrcR9yebG1Sw2POhUPHV6G/zC0YA/atlr4aoT5mA+53xxwcghEXbL6Dggg2HjXA3FcXCTAxcIcsOxu7sp610dy0RQ25capZy2MTBeCumcHjVXvzVLDixlVt3wsuHbyXe7VFSVaCamdO/589pswWQYyzN+TNRzsH+MnpZT0X4n+oeB3k3f+j8SKIig68u5Xsx6vIWM+W1YKwe2VIueaMJzqAMY1HQWBrr4SOfbW7O5eE12SQJmpNSxJnipA65Vr5D+JPguJHKCasnG9g/orsGT1Ilnrra2+qxR4pJ+Oljcg6tN+0y0vQNX6kYBIjo4bYNw32YD6r9axE3IJhu3u7ED1pplLnRBCpeDNnfOVllaPF9CtnfUWE+EXo9Jas29I+8VyvRKlr67AoJKFZyagMRMik7f06UlpnnZPKEoYbLlmUVTYZ4VFgxTg93dcdQntysMxlEOzp/olLvd1gpWoRiJdCC/wNMR4pvJkFDIZS8TkX3ieQt2gt0+p+oCRhMyjsMr6BSGXOq9phzjsNpAJJcCHe1AqvCxknC3fH49zIS72q7OkeFAiHbScDWmevN05GvRilp3/Etoe3FvimlON6hHH8lkFmzSrbIzQR5O71tdDBv0PZNCynXQ53cVy030zd0tVo8U8J8FJWxT1kZdRDdAOwoV25qCS2x0eQwl+5QZbTD8mkAalXWz+27GeWMP1791hs5pE9a7TsWkZm6To2FAi3L7U0OasBrlQ0eq7/b3z8vWPC600FXlGqixK5ZLgr92dIjSeFBAm/gIEhYGqrcPqgdkPuXbtPCeNP4YNwteSFufe12geXRTOxxox9nVuAkXQR9RCMT3acAEyYykCUjIUk81iXKwtwHKovh2EuhSXO7GkqtWmgCEv6mtpNfzU0wBBRFvibtAYUGewq8P40S4Sij3RXJmo1QX06znI9EaZrGzqraTDzzp+Ix/ngoMJvH55P5nMwjE3leVE/wBjlVixxy7LwjCh9PIV8CMXk4yWJGrNPJMVdRYWL5QeD7J+OOWDu9zN0vzAraDwW4DRalLhCs/3xCFnogwwR5+Zk6QrDgd7MiKnnKTglwLMbxmu9qgzF3xwTUZST52u/qxJZsUolhpmICInJ7Zc19mKg6quQn4N0i6b333of2YeTqL0DPrDH6qPoizHlLYwLERzcyglz17cadvcesq+gdbkUHEC4mlzLnsmXl6YuSjcXHSO/UmOzyCn408ZK8ijpdybMrtPlZoA/g+9bF/y31otRnZ3Q+opVXXqeV+GyneX3KSjaSUwMz7xqc/br5/UmXd83yE9TZezI2cQcXd2yTZYC3c7z5YcN1B+dHkbrbN8ZsgdCC9gOF8PlVXY34QRJNI0C8a5X2dgg1q7r7MRAOlS4am/NQYeepyGqmCdKvUw2w6xhMVmcjwZlSQmdSt5BH6w1I32rX3plK9V/LnzG19uk3eoy0rkQcIJQoDCORmL+Rm716zysXvARiiKyNph1yaPjc+/AcvyVMyiIVWxS+TNPaoHGfmhNPkjMx3VaNpw6UkUpE6dwd+poM2lb3yNExPD3qwq4Dge7SgJ6R7G05cGOX7jIP38a+rXUBMaexbrG3D/9wFpggLhnOqlCMbP+Kdbfy8gYc29+zbQS+6ian25C535GPzd6ibKnb6xfuBrAZM2hdbCTSDgixMCo2GCBSLFmSFTWm8mqN+aLNyszOOu4RoORRlspA8NzjNytlFPecS//zAbq9nXBM+IZ0ba3TRvFQKPZDuCVXiNWzZK4vWlt07BlhSmQB46McyCyC0WTm2uwPc2P1dewiqGYTwGVZi9bBB4W9TVcYs1OxlDuaSTVpkgXMQ+Sx1aIWfmqNrcnnvYaVbLbHRFqDs+UZFdnhAGdsjAdHojHkReHRV5FJm1a4/Z+2FlpfzdMa2kVuzEZC3mHuNkpFhV51o3TocQKmWR81VHRYAoqBRY2eN6a+qv4VIkvl7xU0U8y7OL6k8+oXbvaHJm+Mo4Dtf+5QLUgvIIXfaWs0kOtohpSKo6R4gcrd1e4ITEyuvsyouzVdalMIFq/uzpl5wnTgoyJe8Y4MZ5MxVDtbfEUT6WjLAwNeVsw1AbznLbJi2mBHsPdEkfHc2ufOughzCb5UUulzfBUKOcoj8ycPax8uE5xs/0jCoaOU4Pojk/v1piT6GFUOOookVicKs6LF/iK/5Zww91zoBQyoAMQKOwaupgWjFKwNR2coQR5eBrrqZ6t1wam4MJ5XJ/rtk8RWlUJM8Mkpzt6yK90jrLa8wUsyGxbwFQaqt+FIF8UFtSEdGYAuakGf0TOa54riY+V/FTWggjbPg9cPYOLF8yD6v1B1bUGEBZdbybgaZieHtUrKD2+678VNTDxzjkHLRJaoof6d3ZmTLQG/YecEDvYmTsvzJUKopUr/SW5jIyaMT49iXJ7rai7vH7u+jtSOp9Fnbpqfa4B2djn4IRfy1nvXSIHksFXql5LFnP3hlmLYHL2W33m4Lf1Bhv7Vc7ROWXM410wwzpr6grGuNtOM+Cru9E7NKoJWFnK6FzQ3LAbfTksTcvJ3enFBz9Nwu3NxcB3RmWnLJnKdwv1yDcuBK5743s+SVSyOH20azyjA8jMwKsuntq+Q7O9Ve25p5An384x3j2ckWN5ySX5nSuuog9/YhQLvIR0N7yCM7LbH9VtP+SsrSmjuubeZy0AtpVBGMMymbzUXQqaUDvXA3fyoaT0dez/QdSJ9mchupfGWf0n7tBOfXG1ypbiOhQWnVYqC5zgEGxrmhlBN4YOIxr0u3w72D/WbM8CYUhSpX0+ge5CReUMBGjU694x7Ow0j40n9DXm0SnMrT3YqEl/WeLwoEvZRgIJPkz326nxbp536TLmI5MFU8+Cl3bK4ToaHRWl3RoEGvdbg3Sm6hVRxH/HKhzny04ElDwfv+M+yWm9cP1EfkhE8nXObybX6JgchSwsdD5hsLxOgO1Cg5m4Mqtk+AKYvCN1ncsiDPRrlVwLKfu0fixFAFRBv8HoS3j+c3BMrdxjVueM6OWfe9stTujp1pdoIJgMndKS34/HoE1hTP5LLu2sehc+Iv3G7JLx3sW6UInZACqzBX0xlStzcqd1JPA5Zei19HqmEw1hYranj43w1uio0vkHnW/T+yS1rWu48VawONkebbjKtJAJrDykS5rFiEfHzSq4RAxBRCkus4ozR9qPX1n5ORZDcQo/pC3lSaroHlJkxXA3EFTBZk0AF9SkzBy6+5tjsqGK3b4eXXmyGX867hiN/ubPO5XaWd4NMQ2R8gajpkrkKstzGtDvkfvXau/bT/qbI3Y/jgu9lNLxdpF/EFyNba++MAxUTpxcjZWBZ0kYhDSi5DRgCwLxPN3GjV2Dwyo7kZ/buonk/O9U3QuJnwwjLTea/asxZf797bAuTJJSYOfaA/8HeudNv0lZta2Q1b9K3vLmZVGzlwS6i6FvVXS8TV1swAMMSiosTdYyyDZJpxwRBhsMGojZsdO2fLGKW8/d5xbyBNeJT3yb3O7S3yApccV9l44+oKZEAeBw+0GW3LgJJSatZqbJOifkH2OJg+rBSCDcMI6UpdienZoUAb/I2Ta32vDRCwERsACeJ511E7nNt8j2dTYV30mtrjAq/vEk5GwTlbFICbOpW16lGs6jed08YtbOt0QF4zv5JDg2WpevfehLMEqAQwYTWfnAtPgHQ8FqfvL8xJRI31nuCpZXLGJxAYuG9OBKlwLVS0T52a839gt+Mv9/VVLR+mfmbVo4wRz1MrKGaBNh9GV1aMT0LyJZlUydRAnlT8K3k8NMURJ3UhEz1AxxXwrTKcHbnVPCPpPK6Ca/T/y3ajOD3PcYjWBurg89U0ubOhzYL+om3k6ginxzECqXnkeAZ5u67WABFn/YSS+2Zg3d3eYaDsMaS4J3VOp6JthRYEEHs1hU+1rJkEsLDW+Vi74dyM8e8ljH0UTuV5Z8kKxwwSpMxU1DUR8wfpijwnt7mBw39Omzn+C9TkeTuNu+HNADS+5z3yXlR8Zf8MYdfgugVJR/iG934F5j42YW9TEICEQzmOvMW/udk+H6zjXZIihcEC4ltgo5XhbBSU8p9FZ9U4g33UPERXxYWVE62hIB/e9UBI6FByFbZ8KNW5xjcAdzjn9Px9AOxTAEXZhwQ5rGUHJl+AH5B4PNrNmoQvJ8pPW/aZUMNtCg5R0kiuZcqRsbzjI0dY3xaTHb3L+U/0w0qaulCMym4N2JDvHk04j8bdj5Z+7OnTFpHbVDfpDaBNA3iWDyPsf8u1UyeNFNU0vzXERLg5SaqSXnROjMFu+HMQyIURjGB/5875CGpVbcFC4ujYX5A4Hv/Et7LyCslKjuoo+vf6zMSiO2HxmGryPZ4YopiTQzwmnIwHr4kjuuzKXIemwpAcUqB5AcRvnHmErbsaJT4Op/RcpcWUVJGakz2yAikrFsOde/IOYWQ8wfq57RBw5/cC/2AKEHz2ekQWdY8e/DzesbNUHau6CIdxF1Nxv8PFfP6Uat8p5nU/3bZSlOW218ij1f4H0mB87zALIjARV8pwar4FA7NAmMK5XugufoYP8lxnh2m/JMp0YPYJisdroYg/9fgEEY8XMMMmTqkPivP7bW8lic0yGIhCHOOqz792cOd6aCVCRcsagtKJPJSqgZHDBaFMftbRgBjzWK0JFtYE0cMDMWK7d8EXmwYnFvp5tZ8CTiKySW8Cq2DwS1qkVrVqWGXWMT5ckO52TDGeXovlJX8Bb/pNVeieLRMJzJhPROlFHxwHs8kO/Yyk2tZF7UHbsu6glzzD4BGdS8k1MRFo8m8jOcFEG2YiVkFEluxl1FcDi3lpuGmxS/sQLU+F7s/VmwUBOVdvu/HEMOgxVBXoMf0mM7rV89vkfxsCmzxj6RrmGTNzlB6fHITqGNu8qT3RH58ZWCQLMro0NiVljK8RiNtQb5X+gQBgGcwy+7lZN+5c1rTc1jSKdyRKeJZ/p9cEn3xkIEfgD9SiiU0wm7/reu18gHB2qoX4ev8ncT3Q9N7V1rHCGlOIdwvKmRtKO/SSEQuWRmkALqBNnvesQkFHM9JvdRdNDBr3PyHnQmAz+zGw41cMA6saz8JMLN7ebrZc/9FoYUskLsn7PeMxZZ1B4MfLdKp4+KIwgcOQw0uaqSclwpd+CLdyQ3HvyPfC4eFv09Q2ZqJgIry/8yredf14pXUKyPfz9kTcUKb8m8c67NyIs7jhfgN5bUi8eblT8+3rSa5Kqr3y/trD3nmo7mb+6QfBdsgsnbykDnwt3kXb8GZYeUqXOJqMPhDGd62MHRnZ9dz2xGKQJa8vkf2iyEcPDQSwYn1oIs5WuNC/+ZWT+fWlfNVnWlQlLnjC99HwHX/jWHF0rf1SIJU2AYD5FNsA7xOc+pZlxSezt8ycjzq8ylBK6Pm1fGdWht1joqdF4aM4Ijy6yhFfDpu9JvMb33Rwm2Pcgj2xcRFrX9Xm/LHgnysk1PDLoAwI6CI9085qfhZ+FqorjWI99N+LiG351f1UGjJ+Bnp34RFWaNtxh9wc1F8zEPrD4mWnlOwRtW3Rx6VNuG34rCPd/SwGspn5oJMEjGqT7XK4SfthUQnI7YaHzVFaGKosjvN2BILHm+xavOv7CrW5Rws9e2aezX87JrGv/oRx5aK3GSXuJW1GZM40tgDdzTQvWoPHTfOGiT06cbP2e30dOhfLfLIZcmQN+RVTfUyNTMhaKcAW5fWAOXRc7gSNd9lSyYeFt6Fy7nJ2ZfmC5SdW6hojLYjJWXytnY8/1d5M6BHertiSL55UPV5VgupOtPdizi5yS0b8TOBWT1uLqsnE2bp5H2owIwZ9C2ZjtO36ZILCCJSQVO8wNOzJy2JMDQ5KmIbLLKa1JI3NVM5vB9+zNX/55ypQsQkhWEJxkRzZ5sLQfPOn4AxrXYTPTIDNbrOXTYIE6AV3w5SEXPmr+YjfbmVaX5pKxEgx4qC2s5Xnnu4rqYTvBrVHHWwtrox6Aw1m9oW6ZATYAXiefHvCgfOPfo/w8g3KfPO56psp7gESjN4bMT9EC9sbaxXZ1C5De4vPYRqiTZAx0EjgyCmPLvyD19xy/mdtGIPEsnpW0fslOcMLAi+m632F+yxGGCjJL0BI0+BIkD5YZX1tDbcxoUD6IY3uc+a0kX9WZCECIobjdD2tCiTvlH/Oc0UV5jxDhSczGKv1ZaEYdUQq9E/GXCZqLLQhJg+nIfYw0R4W8kj1c5UYo739crsceG7Huru4GP7s5oBPFebgQ+UYy/n4aia1Yuq5Z3h6jXkX0c/ZzTl5Lk9pbIcjHQybJzBpONWuRLPsKxLQOX7VHlvY0GWHxse4641T7IWuxJEx9wNVcuLJX1SxP/KqWCJt6yiRCVCSrRmb5ciuIKu+wI89cDw/GiHf+MsnkUBHD749nMEnniSbI8cnCSNMejcT0pj+9juqF+mzTiKXVmVKcg/NWY286UFbxJrsGIaFGx37/vYVBC0/+amaaxiMAz6w801CbRHjSKGBzdasVszm9/Xig2p/kwtpHf1BoDhLEmrDNBc26RCjn3YxhCVNe1niiSBZrJyepor5EqAkppQQKXhfECznAjmkh7t0wx7rNokFOQNWx33uDJkJlFJdoNLzNt9LFl0bwBfHJE7kDXHNbY8GniYOEnjehH2amF7GUbf6Qw7XJQnMGcWqiZtXHrXwdgXXOxTIZi4xeZ6hpdUygxn/grXJAIhcGb/2fqdwzRBJPZx/SJPNHGbp6tbCKJc02+WiUCDIPzaQIRTGKrUnQI/WF8esKRNbfCaz1+rElu0zXlpqHYoCQjiSe3OPO/6yfvviaoLkHSiS3JnSiCat+Q2DR/74/Eqphc2VW5FyFPWo49uh7KJhRQBpWz01oD/0TubiH8WYwDC9X0O7kDAluIwuWPI7R7fIvEhH6i1B9o3FDWmsJRIe42bUK2V4c6EptP4DlJjMERoI6flmh/zFbYWJE1WxnV8vmpaTM/VNd8iLiHZttmcD3uN9YSP8cxf+El5/mMglMDPYptUBvKgdy9iEJ9L0yxfRhubqrP+r5ybPeAflKMsPwTLWFDzwGfBHWWJrZY5GWiDTOIzURDKWB/1BlqRGjz179JoK5gKPwBEaV6A3RgGuH4j9pmtcM8Oef/plSrUPMNJciUQzniH+otLD4SbV/AUwo/nQx7cQ5vxfp4rvu7xDTXq53ErLVJjA6G8m2k7f8cEstpkdlgT0L+6nycyEPdwy2QLNjTYQV2Q1uEEETvc8bR/lmnGxHxXqmVfzmVzWziLywdF5MYlNeVPQ1oVgxEhmQpAvkbEyZmtTwh81RMPoi6tTiwU3CKvvAYMhYmPzUq/YPEwJVW5RBTv5xvvvnSyl9VY8K9UAnkPNlztBiWRSeyCfrWWp9xTfemX2G1yecz+1E/wu0WrBf6FFojSrrJ9k2juPLy67qyI97INYVxFUoMa7E8U7lTHzYXnhMiCJj3xrqHF1r0sgvAvxuj/xXKUEGF8pMqBbI8cTujGmKSTGbmTOQijzQVPQ0wVLF0uqZnlbdsMxbfh56zZLDro2FYivedrXwGqWAK2Mmy+6lVfOGVslZmXxJFEWb1j6GHFKGHBSkpbnvJwBMJsMHxwtwoMofqOxO5G+1Q/4SGc4fg8C4U0PuVsMvxgXjfq9H+BmdAoBP+o5f+jshJnw17XxvQH69slGV8mgEz6FZOgGYj8kAP2Oxw7w+VdrIbIuqMP26IMqNPkDQztncNpmSYY4fN7sUFVJfroJ25F3Lj77qTNOBnzCLymJ6UH4xvEbnUZAV2v+QGqvQFavVuQn8MLgt70VVQDb54FwBg7HaZOSCoVomZ7OOjNFL0Bx1OPUXiTrXbHnQn2iCQqiaJpNxQHWNolzr3Mzp6+wPCOEpJwvS50XGDPGZ4xD+vmq0cpWmSd5CG5lZLGO04UW+mk4bkb3J3VxY+bMF1GZrJGlEXtP4D1TXzb4qvnpcFx12RT9dNfWiNutgR1gQavcG86GUY+lywQj2kAUKqsrb4yJemPluHEevCzLuX69ACNJs0JOqKuz0u1+ROJoWVRv51zkFT3VZNTDOuR5DeL8SNfUxiwsBKU7NrvkAEi9nmKGF0gJ4nY6doguWwR7L/M6sY1JViWHWKPwIyGgd6nYzmhZXCAMpokvCpQ05Kv2a0bxzJYZtrDr36vki3rNMybNbY33QAKw1X6DxKsEOvD/2aNnzdO/OuA/5u8lfZpGAfs7LOkj4LD0sjBHG5wn1HqIuL9DmP0r53ZOjIa0cRZBOQpqXHGnIqFcY2S3d8IEc7V+Q/pV80WEuG+yc0WnpMAvofguWmSIoXUe+wpogDssv4C/hmozRLxhnkgbQ61ArI6d4AwFW5wzCYDnMZr8RzDtzdgs5Wrwe/3+xULs98lG55vtqkZWN63vGfJzo/5HRjSWMTS/OnIc7CJEAnm0UNNRw7C0bQK6PvnRU2O1mp1LvJ79N7WhGaB/wahn/98+Zm2ZhHByUbULgNY9Dn0Vv7pNJcOGhUbvYV2eVWR6ZoJv6l+OPjWSsOY4orWCwOVAC4E4pxxzwWKq+HrvU+AIJ8dqUTy0u++qmwirZG0y1dNClZqtle8q1WPWG6D16y9Bc3ur1abkdXUIjXy6gm6UYgQaP7oW5TOSqyRSH/Vq4aAPKbehnSTr4F/LvNUW6jUnVKOOmU9azvvhvYAtzbCzIxF6Eo0Pjhds18ha1cM1zgAX74SYjY5A5X9bcDDNsvhwAsoA2tzX5pumJeN4aeZG+ZjzYJx45Gt+iE+eQ7v89Hl9jXDvirLq3jZekmURFAH7nuSyPQB6FSLllftx87/kBYWDbh/XIaN+lILO9LzXm0t57ONnQinOjEVPF5ozk+wdfE2Jn9RxQH9PXfwPRe1ynm8oay4R9qf1sAn7qgmL05DpUgjBQt+Y62AjpmnftwsG6OPSG9JyQjD0TOeuN+qkgxCqR3G8Mzao+YQT6dh4aQF8q83jVDD5wKVSwCY/6zLiFe5IhId5GtYaAIz9z046qW5WYXGUxJOYrL884ycEJJWevr/yHYno1ucvoq2H4uBlmE8uUCCYILsmlITByCYxauE4+OQBf9Iczkl2Cq++IqpP3mLqzLXnmAdnJx+hHiF0p3kWwFo+galsEs/FUym++7r8Mgba1i7szAnlSPWjiqyz43wpa1cbmm/9TqRH/0bDIvGJdTsbd79nZIpWmX1fBhs+k7z1aXkNQxZujC/OeQg1E4HtsS2jbIPlqlkv92m4+Kt36p2kxVplyI3lPsoiKUSg9Zm8tMqpklFEExaLTYD9BECDncq8U3voJZARAscAHw1kTh265sZXHMGcjviaSOFoFsFyBtYvCRgz5XgkkLnx5JmUi50cY9IYKBgXJM3O6tyElpmmW8WI8LRQEQfIBRRvk9IYcHZq4G+h0mGcEbeuz5Vg9/RXit+O1MQxMowrQeLsFbO+gAJGQz1Rx+CUZjAh6QZjkIyidMURPJRYkRhJKAb0lqtETXxwkoLyGunFSvEexCY+uJqQOGXrEbM2r1180GxqVtHffj0dX10YjMWISfS1iTAlxfbKDRJIDvB4+MKnb7Z7tCMhA8XqwzYWtZ4mnkeRiSi6FuneMcmjYQygLS6TLOxmbFS1s4acal76LuSJHR9EusUpAGEaR8ri4o6kXAozPxXwNiAEbJcttsnbTrTPcv5rGTT1sYRSdSrt0zWWx8ZqAzZCMNq6EmGOZrh/qMSJKvom2beCZlSYy4WSYuAkX6CKeYjMV+DjjtKSYWjM1bHgpaoyiBCRD3PQZkSziRgt7Vsfk4qk16hxT5D1z4aUF12LgUWhdFdl+S3+aYzq3lVeqWlQh91BB1z+A/RbzLPEBw9oA/Z9WC32HFFiXMnxg7fHZsQtbqH4llwgrOLx1xdwpHTXPCVr3CH5DgufxgViM2QUquZ3duOrNgc+rnHlLMpXmHZjKZHXnjYWDhGprffTA7p8fi2r9XYvRNU4nR8ewGX3hxGNlArtP6TqVNFY2J82fk7a/6WB6UDAVlF4XxXWovX2MI4iBLpMGH+jAFQFWcmnw6YFgfDFnZ//xjUxjAyd0gr7HAJOStzDk8dQ78pvQIaPJZDoP8Dz8c2ytOObzgMEPdax7mpff3U6zdJbwezn7h9O+3BLojxBvXXZlpwc1D5Ypg6XuzvqgTXlDpXK4kxnrQvDDtYxje14hXYqzOSBqA5VgVMe6SCsshyq4W7aQYftnAYutL6Pjz294MTSbVOjrc1j3WEEP1cWK5z5IeNrYPVp7HsxnyVuv1dMWKyyMpubp5niWIvukFEAXVvp/Y4ndviu3JT0iZtfTfxj743fvTJiUj2L8Uu26puhn4Ticwgn33XLewUoz0cSeZdsMaWd9lqcbgPg112kZuF95REAAR0lo7WBABZv8Mki+KVthz4hY+SzUckkf7E/jYfN4uqLHl+KrBizii0ynW1+RykQ78UPMNnytHzXVmtAodS6/IYQp7IvXPYl1T0YX5CBxVpkuaH61qcIMqF/5ihVumeeQPOKCdHe74h8c2wEYelKUt+Xlj6AqHJw+BniDzJFEf1gxo7eDyeFUpaBOqyi+3GFE7dZZ19nA0ZlJbZP5JV2z57bVPwoB8iJW5i7jYPCfq+WHakA3cduLmHgtZH5Z5o12m11NlPUOJLb7RsuBn4GJ6NIqD2LKRsQvV68WyhQWdCFGEvz02U80iBgbFihk82R3PZ2y9wgsgou5aJ8g04yxC1qXAZ+ruMOYkWziBXm4NAB2RX0juG3HWU/gA/rNc0KU1s8nzefcDZIK9JZwWHApRXq8am7jVoQt54oitFa8R3+EAJvEwrzQf8gW/VrtyqO7oGFll26hPFR/2f9FpRnRENRRfharVdnSm/pSZYGPJyp3nd48IYRB48Q+f008BW08qfRVW7eNxcCTe/9bBx5+krzr2XpqOJDATqZMjBRoWbTEerGjWvtXDzSjdKZ+BNt3Phu5UTmdcYW/3BpmbzgHx53+WmX+cUJf/iJwcBNuFQEtAnjv816tdEeB7ClUauB6VhZuphG2q1MOYqcL9iby6jfxV7YOgszBpPSMDLbHfddOJRTgR9sCYnIljAn2L4YzpdGKzRTtyOMtAzIO5JT6a2wYOmTiqNnUdx7HehnxkaUWYbjjXh0iHjO301q55+O5ID4TJ/a3j1CAK5dlOHsuvZ/YbWhAJzNonaaWJNarnsQTIgtGQ84O80t9/w5aSZnX2a1qXskO2yVeupPJRnzc1xWnwGTr8yu/NyyecHuvX3GaXprZcoIEJNWm76AyO6ZJ6GcUeM7M5PLpJBeuC+8+rcNUc/UOOj8k4mrjcaQBCW8mIoJJWsrEZtJ1v8OsTAUMFb+43sj0ejO9bvc7odcHR8Giws/igUAR333O71lbnuyO53Tw/G4MfntLMQhpjykwXFQJLsxEMZfgiPL0VOtgF+GdM+E8uR5PuZhWpdFnTH0532cLHou9Tx352b60LugvalJwGnDtYarJXIOtZC2XTBcVj7Mu+qPIOSQFXa919ueyfFGmilqhnl/qTwq931rrcn2cAgo96pv5NqBc0UvmAUoW8X+AgPV+JyaPZNMu9TA/v1TFJJvgDvWV13qMTzRed9Q0X7eXyP+/RcW6XNEoYVOCUOgdrH80zSSUssY+2qrbic9HW9Y+71WBUioCIfmH+owwKwsZiem8YiQkFpSThDA3y+nJlrvdEWMtFjecMmM8v0yJ+CpVTEKPaISD1+mrgFKv6m01+O0zUZjTsLL8eGS+pORbG9KAOdEJOjp6e4FmjmLwO5E+hFQhX7wQktI814dxJva+woMjVoZ4jiUS4OMUEVfsF/NRWjuh8vPHTt8UZsvGUUO0G6GLe2L1CIS5pRup65ANVXzXoD2SbcYN/TSH4MMlzSNupCpyDxXF9OzlQjWXROaT82LiC4H/RDjCUG2XJok2voSwKcxhkRVM1zWrwD4d9XvQmlqIioa9vOkLGhDwK+DVgJFucBZuWuCm0EgdrVD0QEC00vqYnQsLrSwDhRMj/49pNOjiL0Y0kOYCV86hAZkz/rd9c0PaSaKjdN+i2Q9w334mYp+cT1O/p0tTTHq7aC5dN2iuKByArEp8Bg52k0yq7ywg3u3OXOpzzQ3lHbyDvWYQVPKoiwiMsh13gfW2t6fV6KhyaecXPKMIGaOEelHEXwGB+MDjcmNbhwZ7DAZcS7pAYABvDIEg7ZFiM5L8z8P3ErQKlbstBOHCNXYpj8WDHGk08p1o/i4Hw1FXRzDI5awC2IA6rg4OLv7G6S9j5aQu8ofeSLhIE1pb/QRPH6b6ltwd2UbGtIQd8jTSy4y2lCRTTP3k4OYRRQO+OmyWwDh2xjRMGLbeOTPNRywxO4Sp4WTlrkLdGWLKo3lJrtuyiJuAmlsS75ldKBAI3Nc+DfaUVwCiPS5h78M5yIHFFpDU9Ks7bii/dbydviYjCdPdu7tHTf0ft53nbiv0UNBEYYnzk3N6GVBKIItsLaD8saVs5MxD+j5y66hiO9SsRST0pv/PssZv5fBsSguGe63JbxeCHktEpAlIZ/0c92sl4sFedt8T8yF1ZBlfp+BKYA4AjqOc//+POuJhbpPIgwcUdUfqMzElbi41SkgWMKpMjxVbvg25r72iuq09lw7BLDGtYKvoevfYzX4YAootLK1Gj0V4UCFuCtfNpvrgffWjWG+gzbVOCl332YFpMXab+YR6kFFWMVeMwg13CzuSQYOdWv9teLNcFZ3nrRBNFkEzWK/joF8JQwLlVygRxTT3vyLHq4fQ6U1NWt3sGH/fatHmH51XyK6n0yf+q+nl2VWFDM1ZlJJuVQlfbFU3sKCzsvt1Lifr/kotlxWmWTaNFZdTFqcCYE5Hf61zLlVZ7uuC7GxGAzPg7CyLGxQ1a018ydCqujy/1yntxYxh9wnmd4uP9/im3KrtUvglQSZigRSUv+N3Dai9sL9X0DZbiN6DiSJmU0TGCHAL+afktc/YAGePVj3Tj+qPVByh8gjJqlS00EhJHjm5Il9grCBH8n+OWJlIlAEK4BxW8dvJn3VdB2Y3x4G+ONNxtb6oU3ywGqNtrTRy8OdUGtJ0wBMYkJnfWthhG+DQid/1ytHZ1TXFZHqbmUVKyHqNTsyeFvTlwd9RNsMIcPZzQTjAd0nk6EkcXNLNHsM91boxfDFkhSoGzqtflh1Aiu92NIn8UB0FhNt4URyZEPX5YUXKZND820/6BbqkeS/oYXdBbim4iXosJTRmZ9onwy4q3rLi0Vv0cO58UTUDHywmrAJ2uq5GpfronOm16sbbmC7mkwLzElvNARqFNbV72M12FNmlKn3uVJBLIdrmI4zpAQdzojXYbr7e7Zc9q3M3cbfMpnJaIrwR5fVCdWjRjeJRTBzNAnSUFf8gApjzM6k5tMG7U/GO55kZyxo2rQEyeA+WPEsZQn6olyjRcxI4mm62TuXT/xnHSuG3gmLzGQPONLQFo/G69wvWFV11rZ+0UE3XychvQL96DpVEN1+SOCtAVg/NzXV4LYj1oPZ9tEblKb2h+tNr7gUMZ5puDVurAXq4NTGzx+y42VpwbglR2Var8Rvg1xyPniYo0XIgzPa/3iA6eAvCREk7U4NWUr+BZrle3kz73hpumVCd98l/yRLuWfileheJR12cks+aIBmPFYNvKFF1ImvXMZR5hu+X8/dG4Vxvn4ThGnlZD3XA+HfoqvHdcRlM7GdWkImb558+hP/1t0VyXjRemmX6CUqp4CafwFsqgRu+yNtFKLkQXKP/OJMFf8bCM+pEuv3NcUnMOzHoLl05mjNgXCxU+p94rqOTr3ddqfk72gRMGjKXdI0D8SgTI2hSKXRMXiGBhT5GiYdzhStEJpJDZ7iPBYM7OFgHTNsrXDb1hZiPxnN988+oUIrhjHWBlSbTBzCeX01FEyu0A3A+oxJzGIBGiBxoKw99bJRgURE4gF8YUWbcvcsdwXUxuF7Ja/D6R9xVSi0X6zGfifVLV5PUMhTVWaY0psddcs9799kIyPClvbN9o9mZIu3VfLWEs/xxw22ZpDiD35FeBSuCn82f4ZOwR6hE+cyjRMR6mi0rs++CCZ+Clo0HGBO7mmJnd6GX0lboB9Jw4Q3ltNgRNIfi2/ts3IAIKG+FOsHyScHrEp9BI7coXogvx8qey9WC+N6pARLwga+fKZTjLTd8voRRF3JKuoREoG4TKtse5EWWCs1pcOv8WwS1IB97co/lIY5y18/J6KYIpBp96Rs2aZ9psVyp9bX4Ms7cGjU4Haz3/JzdHU27d6RfInp7umyLIgT1CkH2zd90Ox8mnvvs5rWix4J1GnC9eFlj7Xb/XC3cijb0zFzo/Bv39cIWGXdn6XSrHXfIgTcDIZ+1KeTubzAnsA01mSM6NpFCweL/uRuUP1Yfn4QJAp2kFJbRoKBty0rWYZRriGyL6DLatN/7j3g5Sc1G/fikiR4JpcmG+jJShEjXeMBpzKTkyWk/6LWiIquLDtynkJvcOs4Gt4zGUB/7bMum+rTCtxdfmMWqymCzbnAe/zO2UtEDENQRKwZqKlwbMHu5VhP4Z45yr43VwaMv0nB96VjjSoRUVwwDxF3bzh6jC01wLisBLDl4fLvZdhk7oEJ0/CWxJKgsq4vzDpSZvm1kIwt/Kbiff8YuW5AoM/+sLCvEicRNz2FOHVXoWXADWPn5WwswABYS4mpiTT7jOafMhC0QGqMthns6VimaGjQnobq42fDmaSDh+IeUVkgOekX5UE/NPnS4JVMcuI9Iso/qryaXlSpVsdhWt1fcLMiA6ErR3mtCspBCcGiQkRtZ7N/jtvnxi18z9xFpDo9Jq21Yq0QV6WDizuiV/o+qwJLl4JtHtgYqk31FpDTrdCrpMCfOAUf4mnDSxoPyQgdlsYE5BZDvvHjk0B1893VdgVuC+TdKJ6IUNj+JaCovk76Qfaq3xUUQGG0OERlEnqOTQLgK5NVc554sHiQewagDD6ZXs0wJILGoeuf7a62htY0EIaEJYGY8aPkTPJ9zLTnVmbae6CdgJrFFiTnZjdzixbUQHXddRvpwzjFeC83w6nKXLNPHI6GSVpu2Yf94nCQZxq/jLZDTVFqum5vhDGKo+BMBGg7Cc1ppWY8n7WgKXeEKcPZ+CQE2sGpWvumrRRkCA9MuGigf2GjEtmfoWHh24l+TQBarWOv0ofs732GI11TC6rqMhkD/WTtTcm3zALbTls+vLOwnX8YRqR91t7+WHnwK+kgZ9g0KNel8TK4s8nRcJ9Y68NscUt7BmoV6KEVbU5mAqm0aGjMErfLlcOswpVAebn4tP/pUcRH8W5Z3vK9Kn0kRLVDlSYQPkrLMkzmPcMnIGQbf6oHJk5KDMEBXHhU7vXl9KAq9Ra8w6r83Tm/WxKqMbjAeWhRwD1LpWl7hDv7IfW6SerWxbTH+L6YECA0kvsxORz7AEeOZADwDGa0BpkP1n2jl+a4+a01ZlekNMpTXNKY5egLW+YUSFEpsc+BRbLPR0/iOL2cf8HxTdUr0Ibyfdiarbqc85DYSZNsF92bl+a75raFIXZ4lZ0HkBJ2OGZ8zwbGXBGhnFnUJDooKImnEg4fK5blDXNaUnZmvxfi4yE8C1JXIIdXedVeqlDkCjJP7pAeu3oqNbjLDnDGw/P2asNb22r5WKSEDkxxkDyVN1Q33IR7VROaeB0OQ5IYCwFCUhcdLxPTXt14o5muNuPWTXy5B0tWJTbH7ueBTaSNKMaTHQE/7uHvSm3lRdHWM3Q7iSqkku951zixD+zEwqTpQGMOYwuIInt53bX/plvFxJkRXr0p33855Jhw7EHvO5bkWSfCCb0R4SRvxNlGR79Pj114pdeSHGUbYMMb01chcEu4TtB7QKgagleI39Toro3VsCrVH1iIom7Y9n4MH/Xwm2oNg8IYDrraiOJBMi1XVEl9Pfjwl3dnj/+DODuj2S9P0unDRM9L5IV80dhIcm/fQ7xSbQhc8T2hfbp+BnRJfIKKOuPqheG2V8ra+BPDumVO29Ik8IXauLOSbnY1dClaUX5TK44F4pWdAP7VYpBrOT8PI2xs1GkBISBrM1h35sC66Q4HjCU0gndIENAkUl7gfxcHDDuk7lQ8mYZBbwzWVKk3nzr7iWY04k8bemuaPWWpR94Fg/xl5s9w7EeRzFgjpzDAmigjfLvf3mIQaI+sNmJIsu+GkxcEPRt5O7XOODVZHYnSuUO7PIEIMkSG9+736aSyTpT0PNTnhdUV2aglVu2NWXIzoPu/fP3gsTBslXlmkIbew/Zy80cXnyPF9IvJSIDqyIBy+SjMykmcnS4LcbdPVzGkGuvT2eYIrBXsqUKKJZvG5FTJmoTh9zITqwyXLP0XuTuc2K8d+auAIfbxcTejHRtGdj/dU/pz9y0eivNakmfhMMoIEjIBk5hGeQz074XRXB9iODFGhxRJeMPnLnxjukn4hmxFJNyF1DxrjJ/g+kMHWM6Z0Dr/6pPLXp5KNaqmNEYQeyvT4dsAQW1JJ7MBqHk0m9O0fazbcn0FFlfzH4nMEZ+5AaG/JFUa3cxuPTz0JQEps/LLUWo3+Zjjli9pFr9LsJJIfs0UhKidSIpU48a5BmWeV7Ea+BkTYSjaJKsAnZ6Kjaa+Du7fsk59aSPojhlNOi153pLYqfyrG53fos0N524GfHUHLm4RWx9vCru5QeTv5XdAdZOPVSFM1HxilqShTzFFLlRC8YopZI0mvzhIkcq/U9MOSTN7+Zrx4gc+f3clAxVQSFvQma3pCWaETbZuQFhkPr0F/Di9bnfnx+R7tG4iQa3I4xN4aX1olwkKx69c9gkFxTSAirAZCHFyn2sRjJYHxEKV2fRsdvB9b9zvF1TguFwpfI4sgvAMmirVRgiRgEQbXTWD9Wq8Dxy8c4D5feFJNQ3OU1YuqgB6WIQ9Pt917oQCk7/AwIfzttLshdnOP7POiPK1aMrhACm8ZcTmCsGCIbgNIK4Qn7MwY1W5vUhLNIieJ0q+qCby6zfP5j13Nf/8Xq/6blcaYDSZSjFgZ3cZ4ahPkcd+IoSrg8eStowdiDUGidNXx1t0uy2h1quZcDCg45SERweYpozMI9duwk+OtpnQF9D0kg0935x0FP52wNIp7LYCYlYga3RMx1yg+13qToMo+5ZhcXf/kYLtPaxw5mfNjvPWqJLNmGcq8qlO56EHuJxlWr6Zl/mBJcNJ62HhslVzVr9H6ig/B5TC7D8FpQB6k10oGAYXp6tUabwn7CNZo0ljndvvpNPpZEOxT8Yv07YfIi8sHx3bXq1AQbUCu0xmLyOpyaRehgX0bfiokODqV81tJsQlFBiLy15+j0Hh+VMV8lPerj5NezJNhLRj53ToGScFz9Fw4intzpRx6jRQFAmmumfQzX+6N53t/BKnY5jYv1/9Cq70tq0sMFTqsIqFm+rubbaVF5GTcuf7MbW8pmXe9k6ItP08EpnCfOSWSU1j44mRMN+DBMMJ01ag2FLkAhF+F0P3HSMcZa6fivuColhRNpT+nluXDTuCQv+00NwffO5EMu5oCvX+mWT4svdY5AxnMwG9r1ipQO5LSvpv9Jhqo0jdOzx/uaoYSkioHUEGQnPuvss6ianHVb103cSSkSAAQFTRc/nTqe/9yFT6wgvqADLCUrZsiqAZvLJRhwAp4NzMEkLhHYg4XPm3oXvlch8lHUHzDRvXDye7AZwHo/Zfr7MahTngQzBggAROUBokhXo4ofWQ6VIj7nns1x24Q5Sx+s7FE3/9XZmOCEp5pWfxi5dkhZPUehSvTikaCe/HU9JjFZ1SrobQ/mZ6wrreJl9FrVrZYkp08EppfC/ddgZL3yFZuzbli1LFCS0GC9ONx027FzC66HxaDB3jQZI2l4o+MySD44We15p0Z8o+4ACVLSHfjXepbaGkJrc1ZJZmgIVPbQxt/FPOcntR1/SKj3FRhz8pjSlHwX45ElVIYx19n4HLjAFM+EPp0BqGtDMtgTiND6KPPK5i79OCAjEvqI6C9FZORLExb3uqTRkU/usSdSJS6y3/cGAUUGRPPgPsJcK4qAM/aXqD6EaA0sYjH2Zxvgl99DnhSzsci3DaOIA4UWz3B+hHjqUfkq31eA5cZNTYqMf6TvSeKshQ9z7Niqv0QvcjTTIMveh/5k39DX2t5v3LMYk4iQ9Hf1B1KUIYgGBalf+YZ0cvOzAfkKqz8q2UDtpJjqo9XKmooF2Po3YjpcQSXvhgKPZ5EWLDMSgHVZQyTDO2OCUwuzM60tKbMnsm9PJ3oHw9a+1a6J1rJyQvM6513xPqjS7WJZ0xw9tfVwclOjAamGlmKAFrLirpdIWt8oiTs0FxQyTfyyxVUzF1BNAb65JjXZ1V3KVk9dpnpRHn9gZ7N54P+kKOy1UecwfAT3LN4RInOgXWk4vs4BTzHdCV6kpEKJq3qt+4Gy+KVAem8e2EVNZRUWO62jEccKj1xGihdLCLc+YPUjGY0P6h5rmI6vQzErppWa/98pl71rzX1fTHQyVv6r2uNyxrK68igBWnoQjgPXHIVSVcTzYIgp+W8xQwBLUxOV2JDoF4achJ615sK5QUwJQk1EVZdSglfPCZ8rv1XJeHzVdAtlXwvUIxIJQCI3yML1ZyFGLqU9ydO5sbMjb3UsayVPLQTDfz9QTsQqxRvLTjexS9mE5/1AQr4wxfs7RSTfi+iht/jzExA6H2deTmv0gIG3TQ5Jye2n59AC4ke20t8bM8XkxQxsXVB8VWl4ePOFMRQ3jFO/ZQzJ6xGk8ZO2+bmdBdnsTb7ezCvRfigZ3e0oRMUTlrYQhpl03H6ouYQ5OVBjZvXm1sOsbQe4HnSfvYoJnqJ7YY4kxHrD9oZpRrhUylbx+fIfJmh4Qjn7qmyq030kneP72l3GWXbkhQtJnwVa9OqD3sTV0KevyR1ZdLuf4PLtVpjaT/lnvPSK6eJPj6l+BWwYMYngJEXmO2U3hzQiM+qKvMAbn+54mhVKU0a0VqUiWmnlA1ZICePP6Wx21G+UuuouPxz4WvQAFRpw8BGUQbgaTl3ptKLdJ1POZ6fMOlHzSz+Q+k/XsTIT2V/XXeC+HNRL9B7bX4wfsmj8FDBfFuMI5bZ5ZX59xWkocJniGFMgkG9pESJi9sSsa8Ox34mj4mNyF2tuz4lsu0ZyJmrUi0AHiRHYbAMMGM755oZqPbeMRxwzrctO+/xdnAKshlnZZAC3Zno3nmCNV70zpfAu94ivvlih/5J19fh7N7I5VxjROa7qCcHXoaiFhJws5fI+NwfxryHL1TkTpDuOYljXt7UqffcDUcWkwRfcO1RZ3XEnw6+CLuoggahuvmmhPQPLfwoMAarR88cwb72CzxZVEov4BqhkTxoqv3TsxueFI0338ea93GJ/z5P0202OmpnDWYF3lUWkv2GkN19fN9jLMowoD/0DoJFRr/I9Zn439yIEt/+YU10bOx3X4znr4l5QZ2hF4k6cTYZ+KwjDzU+uJKEBKYtADXCZJCnTVx6EmL+44nOOz2p8uptHoEcYYda/e1cO9TXqNXbpzQ3qHoUoyLCjAaO45K2gnWyt976gj/nByTk6+nDRzxyKtvwrlgqmFp7qGte8gtmg+AoE6hHBd2d0Jh70b7QJycpLW0emfEOCF4S7UOPdD5x6sHuAUkAqT3bLs3iYfacwH4P6/CpWrRzVGklHIbMgleoeJXHliUPaLZwBggEn1AdJ7IkMvmCvqpa+QORCy28bBgugTgjuaGvkez7GBpmWQ80898AX6VKFog4vqen1PA+ckFMdwEbBqgQCd1UoKvj+8lYOvmRlIM+SAK/30wmu9ZtJ3GTUbwYzFFbK1F/QfEiRc0lYZ01jgKaXK2Di5c9bbAy8hqLifmQn93gjMoBipH/XzO8EJn7lic+uN1aUSaApXZERoQj8PWx0ygJMIHDMbyleDNSOfKfD8eateCVjKp+7c7tO6zvvIIoMD9rfPvkacOKoeQ/Yw1XChRTl8ePAI0HP/QHkAqBV4HHWIUo+tIL37ZsBb4TGHez7pUDj4zrtSBLpPQj209N5I5BFLuunkG/6NmPEcd49FAcMaNKUWRTcQK9XpLRv8SvvUSaFtIgHaSbUI8mOFpM3yNmlay5lnSV9RN37i1vg+s4o0NlLew23yqwajtL6GTebnExvSTIJIvS67BGUJZvXJMVInxG6HjKVxjDyDJDYcFlPVhKqc92IH5pe2+KcMNdqrBeo402a7GSWVhCOf/uByWrH4VB6ptFPPGdEIveLHdOeBNIkPlwYDOGizyz9mnc+etGTfx4yded3Gb8zi8l0eS+tWoYt60N1LH28axJe5ZY/+IMsUCQ7rPhP+/UMu/y6i5BxjCtCs8Hp1EAinX390gLwV1z9bix0kz5z51xGGjpXA+ATFnsDnCHSvw30ZORvPJYvi0pnaClfVLF7dX43ZabBbhOc5qnyeN6JiZE/toFRiCF7/FrCIgVGAz4W+upyvgiYJL1Uj7TioqwXWRCxjZVlQkvlJySe2og8d41SpCMkfBX+SXTBuk/IGoxHl4irgCICz4XDsZI/U4pEHz4XOgsfl2HC9auKXDt1SNX3M6fRnOlGEo+maSEvxLIMP9mYyEhSLzEfAkGZUDffTs4rwlq9Inc0qRl7kxwiZ1kt9iYQLO8VaZilP5kOwh9aLke2UiQM0EagofvMHAH6bL26rsJvPMUDKnjZT21UOxIgxkoryX/BP/+lxdYY8brTTt78VhLqOuoyEn3JztlOBTPzv3qNDzn3elWm76XRLksJ+p3J1Ptoc4ZLf1hOoA9Ws7hN/eQ5Z/nlCLgLumlrbbV0TlCYTJt6aBcLNul5GQTgAj0TDTxxA0K1Jc8EwOkQpI9B007s4tul/kJoJBBTD+wwBJW1fraJkwzNlQ3rw8TeQr8Lfhuh+u7us5qjswpIBPjk90W0ogduBza9E9Gd1Jd+ipuRfHghNbqaZFqg6D0idhvRw2eUAFWkbH5ccf3urOXO+6/ZVwMTAUTEz6M5hbrxpq88Ms9zm8W6DknDZlu4hIjhwzbfRgE7trEGIfL7w1F4U9KkRYCTT8j6TdrVav7XSvqjLKVih8VPqFxYVCzQowyclgtKYf2whuG/IgssDWDHwAOo0tKmf2e6qtT2LdCYHGzNe6zbANdQhlqEoFZiAJM2rVlokXTIdG7dF7WU6VctpZJVKPH0+AG/Bgsu4Z5BN24RdbYxlXejQh+MC2SDV6yc7+QMamjFEhiMzRbeol/FXDmyumJXx+JYGhXrbI8gBvoJ67hoaFei7nam/vG9xpAI07oilM3+a0d/XuZb9j675c1bFIpy4id7gQacaWGKdQZwK6+rKVnjbgwSKX6k6FhWa8aoBLoHx8fJQwzrwx/SqqrpCH2SLdIt/gYIWR1ca6o/VG6sOgHxkcBKkLMCqcgvNz1ItXyXsbc5b5oPdmo6Tuht2ve2BIORW/qXdup3lXPHtPVXBp718D61rQ+Yy2q8kh/WgrjtGSL4axjmf8dL2mNlXzdQkVAOQGgC2Bv+MKUb8CP7e1QRvAkUNrAhM5AfM11C4EhgeSq6x1a1IKYA9SOVuKfIFyn3veW1wk/JVg8Deb/+Yyt1833dUp2U+azHZKDNyGi2t6E6zoOY0Ee3TU7uTmqvKqkE9bqLhrzyuroJbStn7nhrwHDUIgHo/2ZtFMD3Z+xKZcumzjwbQDUxhFpyI2IiVfmbuGogoYBmoJd9JPCQRMBXWzibE7W/IC9+y/yYkYN5NKO+gFVhiY9CrnESYAFRJdgiJju56hhjF//IEd2T/ubFp5o9dn49ynfJY2b70z+u6t143H4Fp/igJXTpyIiNXLYXe6XSUuobYnHNPbxsrbCLLuRud0U7TAzdQ9olo4DS5oG58NmxKkrx5U/5FHG+2Vs6lVHU6/y5gFpJS+7pZLsjipfd2lQVVoEKbJNfY34Qh5owPA6ukH1AkBFAqVpNzuWQhFWhrT5Pi4Ncyvgxi5aVng0hOKKhENaRgyd+2pzK1FiiY8Su4MYiwxNebrUxSwS0F58kcvPOGA89hyDsku0msJETvCiH7/XdDiqzF4KyN4qkF3vW2++vKd9AXKRpG1xw37DgX6tSE1IePh+lHMoTaCFth26lKQ9RuZ3nf2XNCd+ki3c24dq/Rz7yk7zBx90U+JMEYb5FsGGdQKOdXvNI9s/0T+TGcAujBXeFAJxayLCp6xZjOJQxndnHwSjh46Du8w7J1CzZgZsN/1j6wPZTMbA/WSi8U42QDRCTCwuF/5ANjWzOxRWhoAlwRaEx8Sl7omQbwpxPuw3wRwIiBdgvnw7bXyINeX2JyjBkJq7zulcImWfVuDVOxfxRPdlLhZfkRkpPQhlni47GyEYFquHMJy9roLO3KpvFgtqicCpneknvFmkt1KqkeIc0+w+gaoN0IWbAiWUKAVTFgN9OxHS3a0qd+vjuBNbG/xTw6llFxI3rjbTyLnWaO4XKF5Ly2eV00tgAUSzCgNyn9IF4xpC75HhinukLrHhnw6yub8iO8Y1WOOiURXeG+Uvjq0w90OQxUKneHUvddOVqjCLef85P3YcF8m9DCWZCpxjZB+ZQnr+MmwAwCuibJkP0+wQdxC2MkKCjO3NiKHVRWKdm6Y8+Hv6cq1Wji8TKQcYvcmH0U5+FpCWs1q1G9P/hixbk5awsCLrx6CcqtCkDE+sXove9z0ZV9MUkYs1jJOOH95qdbqxGF7fnUSZo7cKXYOs3YM0a/0QICAfZ0BqgjyeZ8OpFgBppueyZ3OnI54KVv+6UG1TmaVxdLTylwft+nHOhZSIuhbBZcGLD1qRMlzBJtEqUZI3wlAJkbWMXP9ce1ehHNJ7lHHW9ivX9OM3Qz8f2KeH7XyBNOLL8SgFW7X1HC1o+1nrkSB7lnThCeb0VC9YijLBdZNbb6LpyrNZilhs5I0QMvHchvfLE1osm8MHFiRN2oty0FuMd9TZ5oQrswNwtt1WV0nJ2OgYQZ9PRZfjVt7TCxZrBZiHMGG5+kNzA9E+H/D3abg/ManA64Z4B/yq0s6H1OgpQHTzjQxph3rOY2/JDiuTocdSySw1AWbpfF/kUE4o5nC4Yz1fUgFg5Pt0ad0vqqOl42xrwjkcU1TxOSj1ZKgwWtgVC1pzpJo+Tv+sm/S724KJox8wh3vQ7IjiCWkSZrU57SjgDgqZGAN2WM5JfanbW7osbOQaLAIBx1puFNeyC/AvR+dRBZkL+QV3xHq0BXZtBQOjeR+HPqCo1xaHYhlFm4R2F8N84Wdq2/nfqyQhHnnOApp+ZaE9Mxct7Cm1pKhtpXwLB1B5K5GAiLKGYmub8aXcrY7JC8DQ336uFl9Y1wzatcS3rV30QVbrTfgOtvHufJqUKaktV/cmbpu0KiK+pcWu0cuD/krS8bcb98KdmhL4RkuQCG6V+Z7GrFgbryO2NZxffDhuFjDty95VRgOJztKy3zYVuVHhCGkyVpZL3nNnDV4sIyn79haGvFDruavBijdk5HgZzr0JAQE2SscID5CliZ/UXdk1XUHt+9ceAiI5ARBRwldzJWm+Fk889KgnxshW4LJmQ1sGULlOT7NYEi0kSVqxhF7qroQXtvFcBkGexTXmibd5y8lG34hLP1zdQBoIfa5+lb4gwPZ0uARVGc/+OF9+nCkH1PFMmH+KQ1cljAzXE5M9qRYh8tw/Uw0e+ld5sY9egTxGqbxMF1mHkXoM/id6rHTzPquM+WcnwLYWvXmn6vN8h9elNGNtPLWd+iN94t4TklojRwTH1Xxc0B3+hytcm8Zpzj1+QyJ8MruAEzJ8G/Q29AysrmIcc2Hv5ySXtGXsdhq8mdC6VKOZ02+AgMmIZXzbcR3WjKzZpn1wyiOsllvt8oQj8b6P+N/N/h12ZQfVFl1OCy1PGp+ViMveLsCR388Zs+chnUV/jzeD3dOZ2jpwT33KE7c5E/MHRTT7VaV5Y09RdcjH5IAJmWRwQkVp4n13W82nfBDUIJH6QjgSKmUuRAvhj7LVjxqtMIpa5mzDj0WI+DXqU59tRd9UUujVUOZdFrxJio6OtQ1ZtICA8Zspx/pb8gvEGepd7XSjoQP2a+9BfJ7C0wN/1sCfXPgiPFzUBacTX5Ncqwf4cvEr7idGZMOWXFixyKk6zOIy1gWy58mRXgVq78r1sRNCh1uIG3VWclfKHNw0TfiJzj3kYgay+GOgzjqAFgs7EgrJ2PeXXBwhIEZWAcpZ0UGwsaHy0wr98J1YN0g57dYJBdcXbBPw0+dpi+NM/ZsJ9mGiYzMB1WnykopAFRvHKaCy4QUg4Cy+udzUyxGwPJZo12IqOpkcUG3lPjvOwxp4wdEBO23mLpHoQWN/vO9r0Y4CxMUGO4IERd6CdRT2raaADsAVwu6P6U1sqbUBe8ttRbj/qVtDEmE6n9yZeT3OJwQAOIxkj6cFfxxdeEik1ez4s5JvR6S9vTKxMSquUzGBp6NxY0gXREyAjogB5EzlYexm4idsasQnRoWtVsHXfixfBQjwx3nPAmVfs8+mAufSB9XKCPASjQYcrxFXGhMYsgvBjh4gNPNeGo8EQdfmbBYcYwf24mYXmJRrTjEko5aeX4RmsvrBWP2W8L4mkER35HwPvJDNtFxakPu7cfCnpgEsg5LS8toozsMnrIYqBGkl0N6bQAhPTS2zhUb3X7gLCWmLzT3dyxrnEQIs6TxxBFo8gkTPsPutiWvGZfdrnbxkkZKutrp9DExJzv/YTSoIAJjKhAggVEPjksmSP9UozEZhcF0DFxl44cfbQOisvB9AQwr0TXYy7pyDTxPMAATKLQltcEGhk9Rnrtr5WUn6suEMvuakXCR2BAwvbwDKBHu7eRc6pJ+pYnM8FI/905ZgQaTQYhHOU9XYIar5fMtD6iVf4Gez2cP0uUTMGmeDQ4hGixd4Gs/nxwT73Pj+p9XQytxSWCFXG7TMNftVuUNGVRD1Pdl6CcUH5HTNxDEnPaGLdhserBbmcj+1uqsRvTjvRLQc74+CZI5/CpDKYPltPMMB2XHwFGJc4vQGYznf+T+IitZ3qmI37k0ehqSjC0Rft/5QdqhWwajtOQrhvaHqYwj4dSlVBePkIv86aNcWCjwqcK/5+lKi5ius6DLP/jYfpLTswkTIyX7zIDSdd4pnx1tQaaMGeOxCOuwVtyDpMUkbLuDdsCsXBtjUFnuJZzfOC+/lrjg8G8m1dzj16XoU4jekW9IfZzeEGLhMYtqR0QGTH6J+aAFVIgz75/EDZDvQwyUuQ8eFyEiZnwVx66G8eo7V9lUL5cIhbkgEO5ANmLO6lu8D5K1vAennBI5IR7a1ZQHbj+AWRP8AJnJh6iLYJqnQf+oEjNsZpFMrkVL5pqm93jxvksfeBBLiSVmBwcenGe40m9ngxGkATOF1/GbUlNvbIcaDP537QnJetubTcAdu/hUVzcZI0s0jI1W2QfaocFrId4U/jOZ+DJkxFad14olGUDcyZfm1naBkK84yb/9utLOcSQx1PZDuyX2y/WPLauPo3txX4cVUsXKAN7YtsjVlpdfUFZej2upYzMPNoi45ETuUilTkWjZ/BzGNUfD1ngQ3oezAJLdMQpFQqeAsVSAUUp/6Whfej8PlV25YHWHsd9lAW7GZq7LvWDTQoFHDkPLAXtweNbH+kF/M6Ll6HfqbhISt9NFPTQJ/63lW5ZYkOm2HSjzyLUrMcfYMO1FUxRDqLvDydWx7LX7XW8EQKEs4HKTnBUdpFpWA2mM08eDmRG3CAazaIohxctmZ5vdRbgsDk83Y+rnLI5ZjiEB5hkHFVGbdXLaglfvowEi48YGD/SSpbKWoRbOIng3GWcFGlt3rMASrHW/cySSec+ML0zDfZ0S71kNBRs8NyUAu5siNuDYoSw+iqwDR5UMwei3TlMIOIISnqYY40asQTiQ++6aCgbBGC39y6n7zu+pfZ3DxZ+oZuyuHjP9BoQXkDQY8yrEWC+4u/iA7O+1paQKhGfqM31N7Wd7RP/RAFUmv8ZXDb3XaUaEYVH9QM2l/35GgID1daKvJZUwp7el+G4PtCGVrh+hqSsuERlkC5Gab3HQAAA==","runner-rat-chef-ratatouille":"data:image/webp;base64,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","runner-parisian-french-macarons":"data:image/webp;base64,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","runner-bens-montmartre-chouquettes":"data:image/webp;base64,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"},"version":"2fdac2c3cb562817"}{"schema":1,"id":"runner","images":{"image":"data:image/webp;base64,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","runner-hanks-croque-monsieur":"data:image/webp;base64,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","runner-bens-lemon-herb-oysters":"data:image/webp;base64,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","runner-bens-sparkling-white-grape-juice":"data:image/webp;base64,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","runner-rat-chef-ratatouille":"data:image/webp;base64,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","runner-parisian-french-macarons":"data:image/webp;base64,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","runner-bens-montmartre-chouquettes":"data:image/webp;base64,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"},"version":"187f7339e93c1895"}{"schema":1,"id":"runner","images":{"image":"data:image/webp;base64,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toppings","optional":false,"legacyPath":"/2026/10/mayors-mini-sundaes-halloweentown-movie.html","ingredients":["1 1/3 cups vanilla ice cream","4 tsp chocolate syrup (from the homemade batch below)","About 1/4 cup whipped cream or topping","Homemade syrup","2 Tbsp cocoa","3 Tbsp white sugar","3 Tbsp water","Pinch of salt","1/8 tsp vanilla","Homemade cream","1/4 cup cold heavy cream","1 1/2 tsp sugar","1/8 tsp vanilla"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDrHeHOA4ee4CMhQ3h7FIzUUatmaA1ruq_3ILLZlipkgDZMbd2OaP7OI9DLpunGJGUeJYHaXojAJLlSpO7W1Oyfpn3dPXAwfeZTVfPB1vIoiPgocnz7CDCR4xXl691D9TzqjS9-Pbyztkma3y2MECSHuTqSE7H5I22mliEzzNQVVu0DA04aKaa3l1S7xQ/s1254/chatgpt-photo-sundaes.jpg","quickTiming":"About 5 min assembly; keep frozen"},{"id":"hw-brew","movie":"halloweentown","name":"Witch’s Brew","time":"1:05:45","scene":"The children combine the ingredients for Grandma’s brew.","portion":"6 fl oz","optional":false,"legacyPath":"/2026/10/witchs-brew-halloweentown-movie-night.html","ingredients":["16 fl oz chilled apple juice","8 fl oz chilled Sprite or lemon-lime soda","4 tsp white shredded coconut","4 gummy fang candies"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXXFGhQDdBqXPPaeCwH9BIdIrPe0_Le2LR5Xf5ESVMLrYan14r-DsH3D8aWmaukbYkTTJ1VVbJvMiASL-Wczanj8KtYph_0blUVEH83uFj4LmLvC2Qv4NvRnGIW6FoX_sbB1cgISfMFe43W6F9qqg0pQQrYepr-VTegzAReMgBrKyvoP2JFAyTgY-2QWE/s1254/chatgpt-photo-witchs-brew.jpg","quickTiming":"About 3–5 min; chill drinks ahead"},{"id":"ht-lollipop","movie":"hotel-transylvania","name":"Mavis's Lollipop","time":"02:29","scene":"Young Mavis hides under the bed with her orange candy.","portion":"1 orange lollipop","extra":false,"optional":false,"legacyPath":"/2026/10/maviss-lollipop-hotel-transylvania.html","ingredients":["4 orange lollipops, preferably individually wrapped."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB4q6du-jKPHSban5BXTQw7zzpmIPHefItmTTgLeeKkbnkz48w-k_j5Ln9e0eSdnGtx3eNhoAg8tY-jTbHpmMgAgEjyL_pALkdK1sZ0O8f79wy2uNT0OLkib3v1GaGw7nccCYO1SE-FsPNLqRfG5SPONpTLJgit2XuLL6d4V5HrL3qBVsdKuSZFuv2DI0/s1254/02-lollipops.png","quickTiming":"Instant"},{"id":"ht-cake","movie":"hotel-transylvania","name":"Soaked Sponge Cake","time":"07:05","scene":"The sponge-cleanup joke becomes a lemon-soaked cake.","portion":"1/2 loaf slice","extra":false,"optional":false,"legacyPath":"/2026/10/soaked-sponge-cake-hotel-transylvania.html","ingredients":["225 g softened unsalted butter","225 g caster/superfine sugar","4 eggs","225 g self-raising flour","Zest of 1 lemon","For the drizzle","Juice of 1 1/2 lemons","85 g caster/superfine sugar"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJLKpUnWxbpUS03yKP5_de4NWrhvXmNN7dxGVQFsr_bhQnRQO27qVwDuBgQ2vcmCbjsA2WQOuKHgRlErIcb-XrT0Q6Uwl_9z8J7_7fL_cfvr-Rn8CsDtsl-GGEPnSdjbUt1qP5d49L01WIoC9aJfx-6njUgz-cz6kP1EPgbwlVoJYqXHUdrYqBCVpjqfA/s1254/03-lemon-drizzle-loaf.png","quickTiming":"2–3 min to slice"},{"id":"ht-bacon","movie":"hotel-transylvania","name":"Werewolf Treat","time":"07:55","scene":"The bacon draws the werewolf pups.","portion":"1 strip","extra":false,"optional":false,"legacyPath":"/2026/10/werewolf-treat-hotel-transylvania-movie.html","ingredients":["8 oz sliced bacon (about 8 medium-thickness strips)."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2tm-bKQLN1ATxrq-39rP4uBgF6GRrpyI3VraSwExnyisqrUO4vCLYCVZBQp22kHSf2Uh0CyHuHa_wZyNwzSFj5apKCWGx0xdeZH-eqfmqacdsHCvA3NToy7AnoueIu1MbeYyAqoLDh-RKCQ5qUBdrfDFwLZaY3l7DivFdPbVN1oM3m7nozNCDGSeGpnM/s1254/04-bacon.png","quickTiming":"Package reheating time"},{"id":"ht-mummy","movie":"hotel-transylvania","name":"Murray's Mummy Dogs","time":"08:05","scene":"Murray's arrival inspires this replacement bite.","portion":"2 mini dogs INSTEAD of bacon","extra":false,"optional":true,"legacyPath":"/2026/10/murrays-mummy-dogs-hotel-transylvania.html","ingredients":["Dough: 360 g (3 cups) flour","1 Tbsp sugar","1 Tbsp softened butter","1 tsp fine salt","2 tsp instant yeast","1 cup water","24 fully cooked mini hot dogs","Bath: 1 1/2-2 quarts water","Bath: 1/4 cup baking soda","Topping: 1/2 tsp coarse salt","1 tsp mustard (eyes)"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0zJeZB8ijb575zzNcxH0NF9wEvhKI0v-WVXrnJTLmmYO0cV2eT_rmPo9XWPE10FUiA6SWVmm2ZvtBxGIhtB521tMsRZa1It2mECJejp_D6S7iuO9WA57i-rDjUGG-6U8M32CLuQqEmIA1y_OU0mT6V80BgYyAFvnycB19B_aEHkiuy44Uv-7lRHwgzwA/s1254/05-mummy-dogs.png","quickTiming":"Package heating time + 1–2 min for eyes"},{"id":"ht-garlic","movie":"hotel-transylvania","name":"Garlic Bread","time":"~16:40","scene":"Serve at the first clear garlic-on-bread image in the staged village.","portion":"1 small piece","extra":false,"optional":false,"legacyPath":"/2026/10/garlic-bread-hotel-transylvania-movie.html","ingredients":["1 crusty 12-oz loaf","113 g (8 Tbsp) softened unsalted butter","1 Tbsp chopped parsley","4 tsp minced garlic","1/8 tsp fine salt."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ2OCxRv4v-0-isBpoIN6S6PgmMov1JtApNl07kA6sIE3Op79r-Q4iAp8AL9cSO6KuK5AiCuZE_Yjo1RJyTZIwAme9qgFu2yWML_thjGJx-AeMlxhuow28YlvRgKeMJ7SbJffC98eltf4PUXB3_iO7hp9IGV_FId8-evwlX-JJFSLESXSOEpXvn9ar0DI/s1254/06-garlic-bread.png","quickTiming":"Package cooking time"},{"id":"ht-wormcakes","movie":"hotel-transylvania","name":"Wormcakes","time":"18:47","scene":"Drac brings Mavis her wormcakes.","portion":"2 mini pancakes + 2 gummy worms","extra":false,"optional":false,"legacyPath":"/2026/10/wormcakes-hotel-transylvania-movie.html","ingredients":["1 1/2 cups flour","3 1/2 tsp baking powder","1 Tbsp sugar","1/4 tsp salt","1 1/4 cups milk","3 Tbsp melted butter","1 large egg","Pan: 1 tsp neutral oil","Toppings: 4 tsp butter","4 tsp syrup","8 gummy worms"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ4zbJih4HjynlR9XBa2JvhvQfIfAKzvSdtKwrX37KzxUDtvjATyF1ZBTNCgbx3n2WTKQ-S91zhqOFmTQAT-IC80w9mGgcphe5xJgOHBAUO05Gpi4tU95pJ6IUE2Ucu49pzqYvstldaixbKRZ1BZPu_B3u3EAdYczFL3ijC5P1uAwyd9cCZQyU5d-86F8/s1254/07-wormcakes.png","quickTiming":"Package heating time + 2–3 min for toppings"},{"id":"ht-eggs","movie":"hotel-transylvania","name":"Deviled Lizard Fingers","time":"23:43","scene":"Quasimodo's lizard-finger appetizer mix-up.","portion":"2 egg halves","extra":false,"optional":false,"legacyPath":"/2026/10/deviled-lizard-fingers-hotel.html","ingredients":["6 large eggs","1 ripe avocado","2 Tbsp chopped cilantro","1 Tbsp lemon juice","1 Tbsp finely grated lemon zest","salt and pepper. Garnish: 1/4 cup crispy fried onions, in thin strips (such as French’s Original Crispy Fried Onions)."],"image":"sc-asset:hotel-transylvania/ht-eggs","quickTiming":"About 10–15 min assembly"},{"id":"ht-punch","movie":"hotel-transylvania","name":"Near Blood","time":"26:15","scene":"Drac explains his blood substitute. Blood Beaters is the other brand he names.","portion":"6 fl oz","extra":false,"optional":false,"legacyPath":"/2026/10/near-blood-hotel-transylvania-movie.html","ingredients":["2 1/2 cups chilled cranberry juice","3 Tbsp (1 1/2 fl oz) thawed pink lemonade concentrate","3/4 cup + 3 Tbsp (7 1/2 fl oz) chilled sparkling water","1/4 orange, thinly sliced."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9u7qhsfeWxwfsUFQVwuy85Jn00PEZ5DkBdeZbL1Sy52zc0AjywKO1Py7vCn_7OfHy-bn-5bLC4IaWQB1YoGgOzuBGcbtLL827EeW8DT6sKLDOYMgkAklYap6R3C_u67ySHmI0tIR2_mUQcJdNFY4upzGcOzMceVcqaCLzKDAreVN4v2bWUqy3neuaCic/s0/near-blood.png","quickTiming":"1–2 min to pour; chill ahead"},{"id":"ht-omelet","movie":"hotel-transylvania","name":"Bubonic Moose-Nose Omelet","time":"37:55","scene":"The buffet order includes cockroach paste and mouse jelly; serve hummus and orange preserve as the edible sides.","portion":"1/2 omelet + 1 Tbsp hummus + 1 tsp jelly","extra":false,"optional":false,"legacyPath":"/2026/10/bubonic-moose-nose-omelet-with.html","ingredients":["8 large egg whites (or carton equivalent using its label)","2/3 cup halved cherry tomatoes","1/2 cup chopped scallion greens","2 Tbsp grated Parmesan","1/4 tsp garlic powder","salt and pepper","olive-oil spray","Sides: 1/4 cup prepared roasted red pepper hummus","4 tsp orange jelly or marmalade."],"image":"sc-asset:hotel-transylvania/ht-omelet","quickTiming":"Package heating time + 1–2 min for sides"},{"id":"ht-bagel","movie":"hotel-transylvania","name":"Bagel with Scream Cheese","time":"38:40","scene":"Drac brings Mavis her favorite scream cheese.","portion":"1/2 mini bagel + 1 Tbsp cream cheese","extra":false,"optional":false,"legacyPath":"/2026/10/bagel-with-scream-cheese-hotel.html","ingredients":["2 plain mini bagels","4 Tbsp (2 oz) plain cream cheese."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi81lSPPM8LU_akyylbAn8VyQP6eBWWjkng_I1HWPiisZymOelhROZGLTL3pbXZeUhjH8IK1daSwVDa1Tj_Imx4nFeWlATzQw3tUIWiOfe0SR5IZNPuZ7mItWDcaSMUh-EhV6DCTeKXebZKx594x1HE5N4-As9y4oiYS7EFg9byxccN4PraaCSu8NCstFA/s0/bagel-with-scream-cheese.png","quickTiming":"About 5 min; add time if toasting"},{"id":"ht-gelatin","movie":"hotel-transylvania","name":"Blobby's Green Jell-O","time":"41:00","scene":"A green-blob-inspired treat for your chosen visual cue.","portion":"1/4 cup; eyes optional","extra":false,"optional":false,"legacyPath":"/2026/10/blobbys-green-jell-o-hotel-transylvania.html","ingredients":["1 standard 3-oz lime gelatin packet","boiling and cold water as its label specifies","8 small EDIBLE candy-eye sprinkles, optional."],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbi_Q6TITn6RcKYwH4O5beRwsWQkgfwE4IRUvJnN9RKoSSJ9dJTkGR9wDx04-awIg7KX-9NU6ibcIWhPyP9V0KUBDiKBkeccY5X-R6shm9pCpY7Nz9cWWW4j-VdCWXZnqzc0UGTu-1j4GKTMgfcVi3Xce1d2izsS7f4QK5gobdccvo1Qmm0QYn8FVkMiE/s0/blobbys-green-jell-o.png","quickTiming":"2–3 min to portion"},{"id":"ht-potpie","movie":"hotel-transylvania","name":"Human Pot Pie","time":"~49:00","scene":"Quasimodo threatens to make human potpie; ours contains chicken.","portion":"1/8 of a 9-inch pie","extra":false,"optional":false,"legacyPath":"/2026/10/human-pot-pie-hotel-transylvania-movie.html","ingredients":["For the all-butter double crust","313 g (2 1/2 cups) all-purpose flour, plus dusting","2 tsp sugar","1 tsp fine salt","226 g (16 Tbsp) COLD unsalted butter, cubed","about 1/2 cup ice water, added gradually.","For the filling","1 lb cubed chicken","1 cup sliced carrots","1/2 cup sliced celery","71 g (5 Tbsp) butter","1/3 cup chopped onion","1 tsp minced garlic","1/3 cup flour","3/4 tsp salt","1/2 tsp pepper","1 tsp thyme","1 3/4 cups chicken broth","2/3 cup half-and-half","1 cup peas","For the egg wash","1 egg","1 Tbsp milk"],"image":"https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitCXgmb6iM_8wp7MnK1BkZzjPpb4DT6lEmHSXme2p-BQdeQn2YO4jeXC3OPHnSpU7DOAilQ9_31HwGR-Jy8_JdlaR6K7E4niAgemXdpk_Ogy2ZlduJBDSw7perJFmY0OuxL5zj8m53vAWyJxt_ug5gHAS0JgY5Jg00sgyUZ3z5U1MDFF8nKqiPzshbqnk/s1254/09-pot-pie.png","quickTiming":"Package cooking time + required rest"},{"id":"ht-sheep","movie":"hotel-transylvania","name":"Wayne's Sheep Snacks","time":"1:11:20","scene":"Wayne clears the flock from the road.","portion":"1 simple marshmallow sheep","extra":false,"optional":false,"legacyPath":"/2026/10/waynes-sheep-snacks-hotel-transylvania.html","ingredients":["5 jumbo marshmallows (4 bodies + 1 cut into 4 heads)","8 thin pretzel sticks, snapped in half","about 1 Tbsp thick ready-made white icing. Optional: 8 tiny edible candy-eye sprinkles."],"image":"sc-asset:hotel-transylvania/ht-sheep","quickTiming":"About 15 min assembly; let icing grip"},{"id":"ht2-i-scream-cake","movie":"hotel-transylvania-2","name":"Mini I Scream Ice-Cream Cakes","time":"04:05","scene":"An early ice-cream-cake handoff starts the birthday treats.","portion":"1 standard-muffin-size cake","extra":false,"optional":false,"legacyPath":"","ingredients":["1 cup all-purpose flour","3/4 cup granulated sugar","1/4 cup unsweetened cocoa powder","1/2 tsp baking soda","1 tsp baking powder","0 taste fine salt to taste","1 egg","1/3 cup neutral oil","1/2 cup buttermilk","1/4 cup boiling water","3 cups cookies-and-cream ice cream","30 speculoos cookies","2 Tbsp melted unsalted butter","1/3 cup semisweet chocolate chips","1/3 cup heavy cream"],"image":"sc-asset:hotel-transylvania-2/ht2-i-scream-cake","quickTiming":"20 min active + freezing; allow 1 1/2-2 hr"},{"id":"ht2-monster-ball-soup","movie":"hotel-transylvania-2","name":"Monster Ball Dumpling Soup","time":"08:50","scene":"Golden dumplings become little monster balls in chicken soup.","portion":"2 dumplings in about 1/2 cup soup base","extra":false,"optional":false,"legacyPath":"","ingredients":["1/2 cup matzo meal","1/2 tsp baking powder","1/8 tsp fine salt, heaping measure","1/8 tsp garlic powder, heaping measure","1/8 tsp onion powder, heaping measure","2 eggs","2 Tbsp neutral oil","1 1/2 tsp chopped fresh dill for dumplings","10 cups cooking water","1 tsp fine salt for cooking water","1/4 cup thinly sliced carrot","1/4 cup thinly sliced celery","2 cups chicken broth","2 oz cooked shredded chicken","1 tsp chopped fresh dill for soup"],"image":"sc-asset:hotel-transylvania-2/ht2-monster-ball-soup","quickTiming":"45-55 min; follow actual box"},{"id":"ht2-sunflower-seeds","movie":"hotel-transylvania-2","name":"Sunflower Seeds","time":"22:42","scene":"A tiny seed snack joins the monsters on their outing.","portion":"1 tsp shelled kernels","extra":false,"optional":false,"legacyPath":"","ingredients":["4 tsp raw shelled sunflower kernels","0 taste fine salt to taste"],"image":"sc-asset:hotel-transylvania-2/ht2-sunflower-seeds","quickTiming":"Instant"},{"id":"ht2-sparkling-grape-toast","movie":"hotel-transylvania-2","name":"Sparkling Grape Toast","time":"27:45","scene":"Raise a family-friendly sparkling toast.","portion":"2 fl oz sparkling white grape juice","extra":false,"optional":false,"legacyPath":"","ingredients":["8 fl oz Welch's sparkling white grape juice"],"image":"sc-asset:hotel-transylvania-2/ht2-sparkling-grape-toast","quickTiming":"Instant after chilling"},{"id":"ht2-denniss-avocado","movie":"hotel-transylvania-2","name":"Dennis's Avocado","time":"33:40","scene":"Dennis’s avocado gets its own little plate.","portion":"2 small avocado slices","extra":false,"optional":false,"legacyPath":"","ingredients":["1 ripe avocado","1 tsp lime juice","0 taste fine salt to taste"],"image":"sc-asset:hotel-transylvania-2/ht2-denniss-avocado","quickTiming":"5 min"},{"id":"ht2-chips-mini-slush","movie":"hotel-transylvania-2","name":"Chip Bags & Mini Strawberry Slush","time":"35:31","scene":"Small chip bags and a red fruit slush make the travel snack.","portion":"1/2 oz chips + about 3 fl oz slush","extra":false,"optional":false,"legacyPath":"","ingredients":["2 oz plain potato chips","4 oz hulled fresh strawberries","4 tsp granulated sugar","1 Tbsp lime juice","3 fl oz citrus sparkling water","1/2 cup ice"],"image":"sc-asset:hotel-transylvania-2/ht2-chips-mini-slush","quickTiming":"5 min"},{"id":"ht2-franks-mini-fruit-roll","movie":"hotel-transylvania-2","name":"Frank's Mini Fruit Roll","time":"~40:08","scene":"Frank’s fruit-roll moment inspires a little strawberry roll.","portion":"1 short rolled fruit-leather strip","extra":false,"optional":false,"legacyPath":"","ingredients":["3 cups ripe chopped strawberries","0 taste honey to taste (optional)"],"image":"sc-asset:hotel-transylvania-2/ht2-franks-mini-fruit-roll","quickTiming":"2 min"},{"id":"ht2-campfire-marshmallow","movie":"hotel-transylvania-2","name":"Campfire Marshmallow","time":"50:22","scene":"A toasted marshmallow joins the campfire moment.","portion":"1 regular toasted marshmallow","extra":false,"optional":false,"legacyPath":"","ingredients":["4 regular marshmallows"],"image":"sc-asset:hotel-transylvania-2/ht2-campfire-marshmallow","quickTiming":"About 10 min including broiler preheat"},{"id":"ht2-blobby-stop-green-drink","movie":"hotel-transylvania-2","name":"Blobby Stop Green Drink","time":"55:19","scene":"A pale green cucumber-lime drink accompanies the Blobby stop.","portion":"About 3 fl oz cucumber-lime drink","extra":false,"optional":false,"legacyPath":"","ingredients":["3/4 large peeled cucumber","1 cup drinking water","1 Tbsp lime juice","1 Tbsp granulated sugar, reduce or omit to taste"],"image":"sc-asset:hotel-transylvania-2/ht2-blobby-stop-green-drink","quickTiming":"5 min + chilling"},{"id":"ht2-fish-apricot-jelly","movie":"hotel-transylvania-2","name":"Fish with Apricot Jelly","time":"1:00:40","scene":"Thin fried fish gets a small golden apricot accompaniment.","portion":"2 1/2 oz raw fish + 1 tsp apricot accompaniment","extra":false,"optional":false,"legacyPath":"","ingredients":["10 oz white-fish fillets, about 1/2 inch thick or thinner","1/4 cup all-purpose flour for dredging","2 Tbsp neutral oil","0 taste fine salt to taste","0 taste black pepper to taste","4 tsp apricot jelly or smooth preserves"],"image":"sc-asset:hotel-transylvania-2/ht2-fish-apricot-jelly","quickTiming":"10-15 min; thawing separate"},{"id":"ht2-dead-pigeon-roast-chicken","movie":"hotel-transylvania-2","name":"Dead Pigeon - Roast Chicken","time":"1:12:33","scene":"A shared roast chicken stands in for the monsters’ late bird course.","portion":"About 1 1/2 oz cooked chicken","extra":false,"optional":false,"legacyPath":"","ingredients":["1 thawed Cornish hen","1 Tbsp softened unsalted butter","1/4 lemon, cut into wedges","1 fresh rosemary sprig(s)","1 tsp olive oil","0 taste fine salt to taste"],"image":"sc-asset:hotel-transylvania-2/ht2-dead-pigeon-roast-chicken","quickTiming":"5-10 min carving/reheating; allow extra batches"},{"id":"runner-opening-creamy-coffee","movie":"runner","name":"Opening Creamy Coffee","time":"00:00:30","scene":"A creamy opening cup starts the journey. Unsweetened by default, with decaf or warm milk available.","portion":"1 small unsweetened cup","extra":false,"optional":false,"legacyPath":"","ingredients":["160 ml brewed espresso","400 ml whole milk"],"image":"sc-asset:runner/runner-opening-creamy-coffee","quickTiming":"7 min active/total."},{"id":"runner-hanks-croque-monsieur","movie":"runner","name":"Hank’s Croque-Monsieur","time":"00:07:23","scene":"Hank’s wrapped French sandwich inspires a warm ham-and-cheese course.","portion":"1/2 substantial sandwich (Quick prep: 1 open toast)","extra":false,"optional":false,"legacyPath":"","ingredients":["4 each sliced sandwich bread","160 g cooked sliced ham","80 g comté cheese","180 g cheddar cheese","15 g unsalted butter","15 g all-purpose flour","150 ml whole milk","0.5 tsp mustard powder"],"image":"sc-asset:runner/runner-hanks-croque-monsieur","quickTiming":"8 min active; 5–8 min heat; allow 15 min total."},{"id":"runner-bens-lemon-herb-oysters","movie":"runner","name":"Ben’s Lemon-Herb Oysters","time":"00:09:20","scene":"Ben’s seafood invitation inspires cooked lemon-herb oysters. Serve together with the sparkling white grape juice.","portion":"3 fresh oysters (Quick prep: 40 g drained)","extra":false,"optional":false,"legacyPath":"","ingredients":["12 each fresh shucked oysters","56.5 g unsalted butter","14 g fresh parsley","14 g fresh basil","3 each garlic cloves","0.5 each lemon","0.125 tsp table salt","0.125 tsp black pepper"],"image":"sc-asset:runner/runner-bens-lemon-herb-oysters","quickTiming":"5 min active; 5–8 min heat; allow 15 min total."},{"id":"runner-bens-sparkling-white-grape-juice","movie":"runner","name":"Ben’s Sparkling White Grape Juice","time":"00:09:20","scene":"A small sparkling juice accompanies Ben’s oyster invitation. Serve together with the oysters, as one course.","portion":"120 ml","extra":false,"optional":false,"legacyPath":"","ingredients":["240 ml 100% white grape juice","240 ml plain sparkling water"],"image":"sc-asset:runner/runner-bens-sparkling-white-grape-juice","quickTiming":"Instant once chilled; allow at least 2 h chilling."},{"id":"runner-fireball-meatballs","movie":"runner","name":"Fireball Meatballs","time":"00:36:08","scene":"A huge explosion inspires mildly spicy meatballs in smoky tomato sauce. Extra heat stays optional at the table.","portion":"5 Homemade meatballs (Quick prep: 125 g), with sauce","extra":false,"optional":false,"legacyPath":"","ingredients":["500 g ground beef","1 cup crustless white bread, diced","120 g onion, grated with juice","1 each large eggs","15 g fresh parsley","4 each garlic cloves","25 g parmesan cheese","0.875 tsp table salt","0.25 tsp black pepper","37.5 ml olive oil","110 g onion, finely chopped","700 g tomato passata","120 ml water","3 tsp dried Italian herbs","1 tsp smoked paprika","0.125 tsp chili flakes"],"image":"sc-asset:runner/runner-fireball-meatballs","quickTiming":"5 min active; 20–25 min heat; allow 30 min total."},{"id":"runner-rat-chef-ratatouille","movie":"runner","name":"Rat-Chef Ratatouille","time":"00:50:57","scene":"The rat-chef allusion inspires a rustic French vegetable stew. This is a themed interpretation of the scene.","portion":"150–180 g vegetables","extra":false,"optional":false,"legacyPath":"","ingredients":["200 g eggplant, trimmed","125 g zucchini, trimmed","75 g bell pepper, trimmed","75 g onion, sliced","2 each garlic cloves","30 ml olive oil","0.375 tsp table salt","100 g fresh tomato","397 g crushed tomatoes","3.75 ml lemon juice","5 g fresh basil"],"image":"sc-asset:runner/runner-rat-chef-ratatouille","quickTiming":"5 min active with bought pre-cut veg; 25–30 min cook; allow 35 min total."},{"id":"runner-parisian-french-macarons","movie":"runner","name":"Parisian French Macarons","time":"01:12:28","scene":"A Parisian pastry mention inspires one French macaron each. Purchased macarons are the practical default.","portion":"1 filled macaron","extra":false,"optional":false,"legacyPath":"","ingredients":["75 g fresh egg whites","75 g granulated sugar","0.25 tsp cream of tartar","100 g confectioners sugar","85 g fine blanched almond flour","150 g dark chocolate, no alcohol filling","75 g heavy cream"],"image":"sc-asset:runner/runner-parisian-french-macarons","quickTiming":"Instant for chilled bakery macarons, plus 1 h tempering; frozen products need their labeled thaw time."},{"id":"runner-bens-montmartre-chouquettes","movie":"runner","name":"Ben’s Montmartre Chouquettes","time":"01:28:46","scene":"Ben’s Montmartre recommendation inspires small pearl-sugar choux puffs for the finish.","portion":"2 miniature puffs","extra":false,"optional":false,"legacyPath":"","ingredients":["227 ml water","113 g unsalted butter","0.375 tsp table salt","150 g all-purpose flour","4 each large eggs","30 g pearl sugar"],"image":"sc-asset:runner/runner-bens-montmartre-chouquettes","quickTiming":"Instant for bought chouquettes; default frozen substitute: 2 min active plus 1–2 h refrigerator thaw."}],"version":"46fc741bc18989d1"}
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