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Trademark: + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Mark Identification

+ - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Click here to search for trademarks similar to + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Proof of use for + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

We do not have any records of a proof of use for + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N at this moment.

Click here to add a proof of use for + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Possible trademark infringements of + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Basic Information about + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N

Serial Number
87208423
Filing Date
19 Oct 2016
Registration Number
5284162
Registration Date
12 Sep 2017
Mark Drawing Code
3

Classifications

Declare the trademark use of + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N on the blockchain with WikiTrademarks.io.

First use of + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N anywhere
+ - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N was first used on 12 May 2017 for the primary classification of goods and services, international, 041 (Education and entertainment)
First use in commerce
There is no first use of this trademark in commerce detected yet.
Status Code
2
International Code
041
US Codes
100; 101; 107

Who owns + - ÷ NOT EQUAL = X X = (-B ± SQUARE ROOT (B2 - 4AC))/2A, SIN2(T) + COS2(T) = 1 A2 + B2 = C2 (X + A)N = SIGNMA(K = 0)^N (N¿K) XKAN-K A = 2PIR2 + 2PIRH (LIM N--INFINITY)(1 + 1/N)N?

1. Ji, Lauren Y. Fairfield CT

2. Ji, Emily Y. Fairfield CT

3. Ji, Lauren Y. Fairfield CT

4. Ji, Emily Y. Fairfield CT

5. Ji, Lauren Y. Fairfield CT

6. Ji, Emily Y. Fairfield CT

Correspondent

JI, EMILY Y.
61 GUYDAN LANE
FAIRFIELD, CT 06824