# product_lang/is - pl - product specific, language specific - the worst classification
# free texts are named with the section/subsection number followed by consecutive letters: a b c ...
# sec_1_a: means free text 'a' in section 1
# sec_1_b: means free text 'b' in section 1
invented_name=Invented Name
sec_1_a=is: text 1-a
sec_1_b=text  1-b
sec_2_a=is: text I-2-a
sec_2_b=text  I-2-b
sec_2_1_a=is: text I-2-1-a
sec_2_1_b=text  I-2-b-b
sec_2_2_a=is: text I-2-2-a
sec_2_2_b=text  I-2-2-b
sec_3_a=is: text I-3-a
sec_3_b=text  I-3-b
sec_4_a=is: text I-4-a
sec_4_b=text  I-4-b
sec_4_1_a=is: text I-4-1-a
sec_4_1_b=text  I-4-1-b
sec_4_2_a=is: text I-4-2-a
sec_4_2_b=text  I-4-2-b
sec_4_3_a=is: text I-4-3-a
sec_4_3_b=text  I-4-3-b
sec_4_4_a=is: text I-4-4-a
sec_4_4_b=text  I-4-4-b
sec_4_5_a=is: text I-4-5-a
sec_4_5_b=text  I-4-5-b
sec_4_6_a=is: text I-4-6-a
sec_4_6_b=text  I-4-6-b
sec_4_7_a=is: text I-4-7-a
sec_4_7_b=text  I-4-7-b
sec_4_8_a=is: text I-4-8-a
sec_4_8_b=text  I-4-8-b
sec_4_9_a=is: text I-4-9-a
sec_4_9_b=text  I-4-9-b
sec_5_a=is: text I-5-9-a
sec_5_b=text  I-5-9-b
sec_5_1_a=is: text I-5-1-a
sec_5_1_b=text  I-5-1-b
sec_5_2_a=is: text I-5-2-a
sec_5_2_b=text  I-5-2-b
sec_5_3_a=is: text I-5-3-a
sec_5_3_b=text  I-5-3-b
sec_6_a=is: text I-6-a
sec_6_b=text  I-6-b
sec_6_1_a=is: text I-6-1-a
sec_6_1_b=text  I-6-1-b
sec_6_2_a=is: text I-6-2-a
sec_6_2_b=text  I-6-2-b
sec_6_3_a=is: text I-6-3-a
sec_6_3_b=text  I-6-3-b
sec_6_4_a=is: text I-6-4-a
sec_6_4_b=text  I-6-4-b
sec_6_5_a=is: text I-6-5-a
sec_6_5_b=text  I-6-5-b
sec_6_6_a=is: text I-6-6-a
sec_6_6_b=text  I-6-6-b
sec_7_a=is: text I-7-a
sec_7_b=text  I-7-b
sec_8_a=is: text I-8-a
sec_8_b=text  I-8-b
sec_9_a=is: text I-9-a
sec_9_b=text  I-9-b
sec_10_a=is: text I-10-a
sec_10_b=text  I-10-b
sec_11_a=is: text I-11-a
sec_11_b=text  I-11-b
sec_12_a=is: text I-12-a
sec_12_b=text  I-12-b