Q = (2, 11)
T = (6, 11)
V = (10.386666666666665, 9.026666666666666)
W = (14.586666666666668, 8.146666666666665)
C_1 = (8, 9)
S = Point(Circle[Q, 1.4142135623730951])
R: Q + (1 * Vector[Q, S]) + (1 * OrthogonalVector[Segment[Q, S]])
G_1 = Point(Circle[T, 1.4142135623730951])
F_1: T + (1 * Vector[T, G_1]) + (1 * OrthogonalVector[Segment[T, G_1]])
t7, f_1, t_1, l_1 = Polygon(T, G_1, F_1)
H_1 = (10, 11)
I_1 = Point(Circle[H_1, 2])
J_1: H_1 + (0.500000000000001 * Vector[H_1, I_1]) + (0.500000000000001 * OrthogonalVector[Segment[H_1, I_1]])
t8, m_1, n_1, f_2 = Polygon(H_1, I_1, J_1)
U = Point(Circle[V, 1.4142135623730951])
K_1: V + (0 * Vector[V, U]) + (1 * OrthogonalVector[Segment[V, U]])
Z = Point(Circle[W, 2])
D_1 = Point(Circle[C_1, 2])
A_1: C_1 + (0.500000000000001 * Vector[C_1, D_1]) + (0.500000000000001 * OrthogonalVector[Segment[C_1, D_1]])
t11, n_2, p_2, q_2 = Polygon(C_1, D_1, A_1)
T_{1} = (6, 7)
G_{2} = Point(Circle[T_{1}, 1.4142135623730951])
F_{2}: T_{1} + (1 * Vector[T_{1}, G_{2}]) + (1 * OrthogonalVector[Segment[T_{1}, G_{2}]])
t7_{1}, f_{3}, t_{2}, l_{3} = Polygon(T_{1}, G_{2}, F_{2})
C_{3} = (9, 8)
D_{3} = Point(Circle[C_{3}, 2])
A_{3}: C_{3} + (0.500000000000001 * Vector[C_{3}, D_{3}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{3}, D_{3}]])
t11_{2}, n_{4}, p_{4}, q_{4} = Polygon(C_{3}, D_{3}, A_{3})
C_{4} = (6, 7)
D_{4} = Point(Circle[C_{4}, 2])
A_{4}: C_{4} + (0.500000000000001 * Vector[C_{4}, D_{4}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{4}, D_{4}]])
t11_{3}, n_{5}, p_{5}, q_{5} = Polygon(C_{4}, D_{4}, A_{4})
C_{5} = (1, 7)
C_{6} = (10, 9)
D_{6} = Point(Circle[C_{6}, 2])
A_{6}: C_{6} + (0.500000000000001 * Vector[C_{6}, D_{6}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{6}, D_{6}]])
t11_{5}, n_{7}, p_{7}, q_{7} = Polygon(C_{6}, D_{6}, A_{6})
W_{2} = (5.8281481481481325, 10.119670781892998)
Z_{2} = Point(Circle[W_{2}, 2])
W_{3} = (4.986666666666666, 9.773333333333333)
Z_{3} = Point(Circle[W_{3}, 2])
W_{4} = (6.466666666666667, 6.866666666666667)
Z_{4} = Point(Circle[W_{4}, 2])
W_{5} = (3.9466666666666663, 8.373333333333333)
Z_{5} = Point(Circle[W_{5}, 2])
T_{2} = (6, 9)
G_{3} = Point(Circle[T_{2}, 1.4142135623730951])
F_{3}: T_{2} + (1 * Vector[T_{2}, G_{3}]) + (1 * OrthogonalVector[Segment[T_{2}, G_{3}]])
t7_{2}, f_{4}, t_{3}, l_{4} = Polygon(T_{2}, G_{3}, F_{3})
T_{3} = (7, 10)
H_{2} = (7, 10)
I_{2} = Point(Circle[H_{2}, 2])
J_{2}: H_{2} + (0.500000000000001 * Vector[H_{2}, I_{2}]) + (0.500000000000001 * OrthogonalVector[Segment[H_{2}, I_{2}]])
t8_{1}, m_{7}, n_{3}, f_{6} = Polygon(H_{2}, I_{2}, J_{2})
C_{2} = (6, 9)
D_{2} = Point(Circle[C_{2}, 2])
A_{2}: C_{2} + (0.500000000000001 * Vector[C_{2}, D_{2}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{2}, D_{2}]])
t11_{1}, n_{8}, p_{1}, q_{1} = Polygon(C_{2}, D_{2}, A_{2})
C_{7} = (8, 7)
D_{7} = Point(Circle[C_{7}, 2])
A_{7}: C_{7} + (0.500000000000001 * Vector[C_{7}, D_{7}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{7}, D_{7}]])
t11_{6}, n_{9}, p_{3}, q_{3} = Polygon(C_{7}, D_{7}, A_{7})
C_{8} = (10, 7)
D_{5} = Point(Circle[C_{8}, 2])
A_{5}: C_{8} + (0.500000000000001 * Vector[C_{8}, D_{5}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{8}, D_{5}]])
t11_{4}, n_{6}, p_{6}, q_{6} = Polygon(C_{8}, D_{5}, A_{5})
H_{3} = (7, 8)
I_{3} = Point(Circle[H_{3}, 2])
J_{3}: H_{3} + (0.500000000000001 * Vector[H_{3}, I_{3}]) + (0.500000000000001 * OrthogonalVector[Segment[H_{3}, I_{3}]])
t8_{2}, m_{3}, n_{10}, f_{5} = Polygon(H_{3}, I_{3}, J_{3})
C_{9} = (8, 9)
D_{8} = Point(Circle[C_{9}, 2])
A_{8}: C_{9} + (0.500000000000001 * Vector[C_{9}, D_{8}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{9}, D_{8}]])
t11_{7}, n_{11}, p_{8}, q_{8} = Polygon(C_{9}, D_{8}, A_{8})
C_{10} = (10, 9)
D_{9} = Point(Circle[C_{10}, 2])
A_{9}: C_{10} + (0.500000000000001 * Vector[C_{10}, D_{9}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{10}, D_{9}]])
t11_{8}, n_{12}, p_{9}, q_{9} = Polygon(C_{10}, D_{9}, A_{9})
C_{11} = (9, 10)
D_{10} = Point(Circle[C_{11}, 2])
A_{10}: C_{11} + (0.500000000000001 * Vector[C_{11}, D_{10}]) + (0.500000000000001 * OrthogonalVector[Segment[C_{11}, D_{10}]])
t11_{9}, n_{13}, p_{10}, q_{10} = Polygon(C_{11}, D_{10}, A_{10})