diff --git a/III/Ovodas/praktinis-3.docx b/III/Ovodas/praktinis-3.docx
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Binary files a/III/Ovodas/praktinis-3.docx and b/III/Ovodas/praktinis-3.docx differ
diff --git a/III/Ovodas/task3.py b/III/Ovodas/task3.py
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+++ b/III/Ovodas/task3.py
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+#!/usr/bin/python3
+
+import sys
+
+from math import sin, cos, radians
+from shapely.geometry import LineString
+import matplotlib.pyplot as plt
+
+
+
+# bendri
+lambda_0 = 0
+dphi = 5
+dlambda = 5
+R = 6_388_945
+H = 350_000
+D = H + R
+
+# Įdomesni
+dphi = 2
+dlambda = 2
+phi_p, phi_s = 0, 32
+lambda_v, lambda_r = -16, 16
+plt.xkcd()
+
+# mano
+#phi_p, phi_s = 43, 53
+#lambda_v, lambda_r = -5, 5
+
+# Ovodo
+# phi_p, phi_s = 40, 50
+# lambda_v, lambda_r = -5, 5
+
+# apskaičiuoti
+nphi = int((phi_s-phi_p)/dphi)+1
+phi_0 = (phi_p+phi_s)/2
+nlambda = int((lambda_r-lambda_v)/dlambda)+1
+
+
+def c(x):
+    return "{}°".format(x)
+
+
+def annotate(ax, text, point, heading):
+    ax.annotate(text, point, textcoords="offset points", xytext=heading, fontsize='xx-small')
+
+
+def yx(phi, lambd):
+    # phi - lat in degrees
+    # lambd - lon in degrees
+    rphi = radians(phi)
+    rlambd = radians(lambd)
+    cosz = sin(rphi)*sin(rphi_0)+cos(rphi)*cos(rphi_0)*cos(rlambd-rlambda_0)
+    sinzcosa = sin(rphi)*cos(rphi_0)-cos(rphi)*sin(rphi_0)
+    sinzsina = cos(rphi)*sin(rlambd-rlambda_0)
+    x = H*R*sinzcosa/(D-R*cosz)
+    y = H*R*sinzsina/(D-R*cosz)
+    return (y/1e4, x/1e4)
+
+
+W, E, N, S = (-25, 0), (10, 0), (0, 10), (0, -25)
+
+
+# verčiame laipsnius į radianus
+for v in ['phi_0', 'phi_p', 'phi_s', 'lambda_0', 'lambda_v', 'lambda_r']:
+    locals()["r"+v] = radians(locals()[v])
+
+points = []
+for i in range(nphi):
+    phid = phi_p + i*dphi
+    on_y = []
+    for j in range(nlambda):
+        lambdad = lambda_v + j*dlambda
+        on_y.append(yx(phid, lambdad))
+    points.append(sorted(on_y))
+
+
+fig, ax = plt.subplots()
+ax.axis("off")
+
+# abscises
+for i in range(nphi):
+    row = [points[i][j] for j in range(nlambda)]
+    ax.plot(*(LineString(row).xy), color="xkcd:black", linewidth=.5)
+    annotate(ax, c(phi_p+i*dphi), row[0], W)
+    annotate(ax, c(phi_p+i*dphi), row[-1], E)
+
+# ordinates
+for i in range(nlambda):
+    col = [points[j][i] for j in range(nphi)]
+    ax.plot(*(LineString(col).xy), color="xkcd:black", linewidth=.5)
+    annotate(ax, c(lambda_v+i*dlambda), col[0], S)
+    annotate(ax, c(lambda_v+i*dlambda), col[-1], N)
+
+
+if __name__ == '__main__':
+    if len(sys.argv) == 2:
+        plt.savefig(sys.argv[1], bbox_inches='tight')
+        print("Saved %s" % sys.argv[1])
+    else:
+        plt.show()