TOB ACC GROUP 1-A CHAMPIONSHIPS @ West Shore Stadium

Marching Band: 1-A

TOB ACC GROUP 1-A CHAMPIONSHIPS @ West Shore Stadium
10/26/2019

	Florence Twp Memorial HS	Lawrence HS	Overbrook HS	North East HS	Pitman HS - INACTIVE	Caravel Academy	Trinity HS	Haddonfield Memorial HS	Jersey Shore HS	Timber Creek Regional HS	Upper Dauphin HS	Woodbury HS	Woodstown HS	Manchester Twp HS	Elkton HS	Tyrone HS	Brick Township HS	Penns Grove HS	West Perry HS	Southern Garrett HS	Hammonton HS	Collingswood HS	Barnegat HS	Johnstown HS
IAVA Individual Analysis Visual (A Class) COMP Composition ACH Achievement	8.000^19th 80.0^21st 80.0^19th	7.975^20th 83.0^19th 78.0^20th	7.505^23rd 77.0^23rd 74.0^22nd	7.945^21st 84.0^18th 77.0^21st	8.615^13th 92.0^7th 83.0^17th	8.460^17th 82.0^20th 86.0^13th	8.965^9th 89.0^11th 90.0^9th	8.630^12th 85.0^17th 87.0^12th	7.510^22nd 79.0^22nd 73.0^23rd	8.905^11th 91.0^9th 88.0^10th	8.410^18th 88.0^12th 82.0^18th	-- -- --	8.505^16th 87.0^14th 84.0^16th	8.535^15th 86.0^16th 85.0^14th	9.195^7th 90.0^10th 93.0^6th	8.605^14th 88.0^12th 85.0^14th	9.365^5th 93.0^6th 94.0^5th	8.960^10th 87.0^14th 91.0^8th	9.630^2nd 95.0^4th 97.0^2nd	9.800^1st 98.0^1st 98.0^1st	9.570^3rd 97.0^2nd 95.0^4th	9.270^6th 94.0^5th 92.0^7th	9.460^4th 92.0^7th 96.0^3rd	9.080^8th 96.0^3rd 88.0^10th
VA Visual (A Class) COMP Composition ACH Achievement	7.910^21st 83.0^17th 77.0^21st	7.740^22nd 80.0^21st 76.0^22nd	7.540^23rd 78.0^23rd 74.0^23rd	7.940^20th 82.0^19th 78.0^20th	8.340^14th 86.0^12th 82.0^15th	8.205^17th 84.0^14th 81.0^17th	8.435^13th 85.0^13th 84.0^12th	8.465^12th 84.0^14th 85.0^11th	8.065^19th 80.0^21st 81.0^17th	8.505^11th 87.0^11th 84.0^12th	8.235^16th 83.0^17th 82.0^15th	-- -- --	8.265^15th 82.0^19th 83.0^14th	8.670^10th 88.0^10th 86.0^10th	8.965^7th 89.0^8th 90.0^6th	8.935^8th 90.0^7th 89.0^8th	8.770^9th 89.0^8th 87.0^9th	8.140^18th 84.0^14th 80.0^19th	9.035^6th 91.0^6th 90.0^6th	9.735^1st 98.0^1st 97.0^1st	9.565^2nd 95.0^2nd 96.0^2nd	9.270^4th 94.0^4th 92.0^4th	9.135^5th 92.0^5th 91.0^5th	9.370^3rd 95.0^2nd 93.0^3rd
GEVA General Effect Visual (A Class) REP Repertoire PERF Performance	16.280^18th 84^14th 80^18th	15.750^19th 82^18th 77^19th	15.210^22nd 78^22nd 75^22nd	15.010^23rd 77^23rd 74^23rd	17.540^10th 89^10th 87^10th	15.550^20th 81^20th 76^20th	16.540^15th 84^14th 82^16th	16.940^13th 86^12th 84^13th	15.410^21st 79^21st 76^20th	18.000^8th 90^9th 90^7th	17.140^11th 87^11th 85^12th	-- -- --	16.530^16th 82^18th 83^14th	18.270^6th 92^4th 91^5th	17.130^12th 85^13th 86^11th	16.410^17th 84^14th 81^17th	18.340^4th 93^3rd 91^5th	16.670^14th 84^14th 83^14th	18.330^5th 91^6th 92^3rd	19.400^1st 97^1st 97^1st	18.740^2nd 95^2nd 93^2nd	18.400^3rd 92^4th 92^3rd	18.070^7th 91^6th 90^7th	17.810^9th 91^6th 88^9th
IAMA Individual Analysis Music (A Class) COMP Composition ACH Achievement	15.280^20th 79^21st 75^20th	16.220^18th 85^13th 79^18th	14.870^23rd 75^23rd 74^21st	14.950^22nd 78^22nd 73^22nd	16.020^19th 84^15th 78^19th	16.590^17th 81^19th 84^15th	16.690^15th 88^10th 81^17th	17.060^14th 84^15th 86^14th	15.090^21st 80^20th 73^22nd	17.730^10th 88^10th 89^8th	17.260^12th 85^13th 87^12th	-- -- --	17.530^11th 87^12th 88^10th	16.600^16th 83^18th 83^16th	17.190^13th 84^15th 87^12th	18.000^7th 90^8th 90^7th	18.660^4th 92^5th 94^4th	17.800^9th 89^9th 89^8th	17.810^8th 91^7th 88^10th	19.470^1st 98^1st 97^1st	19.070^3rd 96^3rd 95^3rd	19.270^2nd 97^2nd 96^2nd	18.470^6th 93^4th 92^6th	18.530^5th 92^5th 93^5th
EAMA Ensemble Analysis Music (A Class) COMP Composition ACH Achievement	15.360^23rd 82^23rd 74^23rd	16.880^18th 87^16th 83^17th	15.960^22nd 85^20th 77^22nd	16.740^20th 85^20th 83^17th	17.010^16th 87^16th 84^15th	16.810^19th 86^19th 83^17th	17.140^14th 87^16th 85^13th	16.950^17th 88^13th 83^17th	16.210^21st 83^22nd 80^21st	17.080^15th 88^13th 84^15th	17.280^13th 89^11th 85^13th	-- -- --	17.940^7th 91^7th 89^7th	17.410^11th 89^11th 86^11th	18.070^6th 91^7th 90^5th	17.610^10th 90^9th 87^10th	18.540^2nd 94^1st 92^2nd	17.340^12th 88^13th 86^11th	18.140^5th 92^4th 90^5th	18.410^3rd 94^1st 91^3rd	18.670^1st 94^1st 93^1st	18.270^4th 92^4th 91^3rd	17.870^9th 90^9th 89^7th	17.880^8th 92^4th 88^9th
GEMA General Effect Music (A Class) REP Repertoire PERF Performance	16.540^19th 84^18th 82^19th	15.810^22nd 81^22nd 78^22nd	15.350^23rd 80^23rd 75^23rd	16.940^17th 86^16th 84^17th	17.340^14th 88^12th 86^15th	17.050^16th 82^20th 87^13th	17.800^9th 89^10th 89^9th	16.340^20th 83^19th 81^20th	16.140^21st 82^20th 80^21st	18.140^7th 92^7th 90^7th	17.140^15th 87^14th 85^16th	-- -- --	17.540^13th 89^10th 87^13th	16.740^18th 85^17th 83^18th	17.740^11th 90^9th 88^11th	17.730^12th 88^12th 89^9th	18.540^5th 94^5th 92^5th	17.810^8th 91^8th 88^11th	17.790^10th 87^14th 90^7th	19.470^1st 98^1st 97^1st	19.270^2nd 97^2nd 96^2nd	18.340^6th 93^6th 91^6th	18.740^4th 95^4th 93^4th	19.070^3rd 96^3rd 95^3rd
Sub-Total Penalty Total Placement Visual Music	79.370 0.00 79.370 21st 32.190^19th 47.180^22nd	80.375 0.00 80.375 19th 31.465^20th 48.910^19th	76.435 0.00 76.435 23rd 30.255^23rd 46.180^23rd	79.525 0.00 79.525 20th 30.895^22nd 48.630^20th	84.865 0.00 84.865 16th 34.495^11th 50.370^17th	82.665 0.00 82.665 18th 32.215^18th 50.450^16th	85.570 0.00 85.570 14th 33.940^14th 51.630^14th	84.385 0.00 84.385 17th 34.035^12th 50.350^18th	78.425 0.00 78.425 22nd 30.985^21st 47.440^21st	88.360 0.00 88.360 8th 35.410^9th 52.950^11th	85.465 0.00 85.465 15th 33.785^15th 51.680^13th	-- 0.00 -- 0th -- --	86.310 0.00 86.310 12th 33.300^17th 53.010^9th	86.225 0.00 86.225 13th 35.475^8th 50.750^15th	88.290 0.00 88.290 9th 35.290^10th 53.000^10th	87.290 0.00 87.290 10th 33.950^13th 53.340^8th	92.215 0.00 92.215 4th 36.475^6th 55.740^4th	86.720 0.00 86.720 11th 33.770^16th 52.950^11th	90.735 0.00 90.735 7th 36.995^3rd 53.740^7th	96.285 0.00 96.285 1st 38.935^1st 57.350^1st	94.885 0.00 94.885 2nd 37.875^2nd 57.010^2nd	92.820 0.00 92.820 3rd 36.940^4th 55.880^3rd	91.745 0.00 91.745 5th 36.665^5th 55.080^6th	91.740 0.00 91.740 6th 36.260^7th 55.480^5th

Yednak, Diane AUXA REP PERF	16.740^14th 85^14th 83^14th	15.280^21st 79^20th 75^21st	14.740^23rd 75^23rd 73^23rd	14.940^22nd 76^22nd 74^22nd	16.940^13th 86^13th 84^11th	15.340^20th 78^21st 76^20th	17.010^12th 87^10th 84^11th	17.540^7th 89^5th 87^7th	16.540^15th 84^15th 82^15th	17.600^6th 88^7th 88^4th	17.270^8th 87^10th 86^8th	-- -- --	16.340^17th 83^17th 81^16th	17.210^9th 88^7th 85^9th	16.140^18th 82^18th 80^18th	16.410^16th 84^15th 81^16th	17.670^5th 89^5th 88^4th	16.070^19th 81^19th 80^18th	18.000^3rd 90^3rd 90^3rd	18.740^1st 95^1st 93^1st	17.740^4th 90^3rd 88^4th	18.270^2nd 92^2nd 91^2nd	17.140^10th 87^10th 85^9th	17.080^11th 88^7th 84^11th
Matthews, Anthony PERCA COMP ACH	14.810^23rd 76^23rd 73^23rd	16.270^21st 82^22nd 81^21st	16.740^20th 85^19th 83^19th	17.070^18th 86^18th 85^17th	17.290^17th 91^11th 84^18th	18.260^9th 90^13th 92^8th	17.340^15th 88^15th 86^16th	17.320^16th 84^20th 88^13th	16.750^19th 87^17th 82^20th	19.400^1st 97^3rd 97^1st	16.210^22nd 83^21st 80^22nd	-- -- --	17.940^12th 91^11th 89^12th	18.140^10th 92^10th 90^11th	17.820^13th 93^7th 87^15th	18.130^11th 90^13th 91^10th	18.600^7th 93^7th 93^7th	18.870^5th 95^5th 94^4th	18.540^8th 94^6th 92^8th	19.280^3rd 99^1st 95^3rd	19.340^2nd 98^2nd 96^2nd	18.730^6th 93^7th 94^4th	17.600^14th 88^15th 88^13th	19.010^4th 97^3rd 94^4th