Η ΛΟΓΙΣΤΙΚΗ ΤΩΝ Ο.Τ.Α.

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1.3. šÉËÐÉÑÈ ÒÔÍ ÁÁÉÒ¼ÑÅÔÍ ÂÑÅÉ ÒÎ× ÂÁӌÎÀ
ÆÅÐÅÇÇ×¾ÒÈÒÕ ÒÎ×Õ ËÁÉ ÌÎɍӻŒÁÒÁ Î× ÁÆÎÐÎÀÍ
ÒÈÍ ÅÉэÐÁÊɌ¾ÒÈÒÁ ÒÔÍ ÁÁÉÒ¼ÑÅÔÍ...............................................159
1.4. ¥ ÂÅÂÁ½ÔÑÈ ÒÔÍ ÅѾÄÔÍ ÑÒÎ×Õ ¯±¡...............................................164
2. ¡ÍÁÌ×ÒÉ˼ ÁÐÎ×ѽÁÑÈ ÒÔÍ ÐÔÒÎÂӌÉÔÍ ÌÎÇÁÐÉÁьÏÍ
ÒÈÕ ÎŒÄÁÕ 3
2.1. œÎÇÁÐÉÁь¾Õ 30 «¡ÁÉÒ¼ÑÅÉÕ Á¾ Ô̼ÑÅÉÕ, ׍ÈÐÅѽÅÕ
ËÁÉ ÌÎɍ »ÑÎÄÁ (ÌÎÇ. 70-75)» ..........................................................166
2.2. œÎÇÁÐÉÁь¾Õ 32 «žÁÐÁÇÇÅ̽ÅÕ ÑÒÎ £ÊÔÒÅÐÉ˾» ............................169
2.3. œÎÇÁÐÉÁь¾Õ 33 «³ÐÅÏÑÒÅÕ šÉÆÎÐÎÉ» .........................................170
2.4. œÎÇÁÐÉÁь¾Õ 34 «³ÐžÇÐÁÆÁ» ........................................................174
2.5. œÎÇÁÐÉÁь¾Õ 35 «œÎÇÁÐÉÁьν ÄÉÁÖŽÐÉÑÈÕ ÐÎËÁÒÁÂÎÌÏÍ &
ÉÑÒÏÑÅÔÍ»...........................................................................................177
2.6. œÎÇÁÐÉÁь¾Õ 36 «¨ÅÒÁÂÁÒÉËν ÌÎÇÁÐÉÁьν £ÍÅÐÇÈÒÉËÎÀ»........179
2.7. œÎÇÁÐÉÁь¾Õ 38 «³ÐȌÁÒÉ˚ÉÁÓ»ÑɌÁ» ......................................183
2.8. œÎÇÁÐÉÁь¾Õ 39 «¡ÁÉÒ¼ÑÅÉÕ ËÁÉ šÉÁÓ»ÑɌÁ ÌÌÔÍ Ë»ÍÒÐÔÍ» ..190
¯¨¡š¡ 4 – §ÁÓÁм Ó»ÑÈ – žÐÎÂÌ»ÃÅÉÕ – ¨ÁËÐ΍оÓÅьÅÕ
²ÎÖÐÅÏÑÅÉÕ
1. žÁÐÎ×ѽÁÑÈ ÒÎ× ÅÐÉÅÖΌ»ÍÎ× ÒÈÕ ÎŒÄÁÕ 4 .....................................191
2. £ÍÍÎÉÎÌÎÇÉËν ÐÎÑÄÉÎÐÉьν ÒÈÕ «§ÁÓÁÐ¼Õ ›»ÑÈÕ» ........................191
3. ¡ÍÁÌ×ÒÉ˼ ÁÐÎ×ѽÁÑÈ ÒÔÍ ÌÎÇÁÐÉÁьÏÍ ÒÈÕ ÎŒÄÁÕ 4 .................192
3.1. œÎÇÁÐÉÁь¾Õ 40 «§ÅÆÌÁÉλ ...........................................................192
3.2. œÎÇÁÐÉÁь¾Õ 41 «¡ÎÓŌÁÒÉË - šÉÁÆÎÐ»Õ ¡ÍÁÐÎÑÁЌÎǼջ .. 193
3.3. œÎÇÁÐÉÁь¾Õ 42 «¡ÎÒÅ̻ьÁÒÁ ÅÉÕ ®»Î» .....................................196
3.4. œÎÇÁÐÉÁь¾Õ 43 «£ÉÖÎÐÈǼÑÅÉÕ £ÅÍÄÀÑÅÔÍ» ............................197
3.5. œÎÇÁÐÉÁь¾Õ 44 «žÐÎÂÌ»ÃÅÉÕ»........................................................203
3.6. œÎÇÁÐÉÁь¾Õ 45 «¨ÁËÐ΍оÓÅьÅÕ ×ÎÖÐÅÏÑÅÉÕ» ....................213
3.7. œÎÇÁÐÉÁь¾Õ 46 ËÁÉ 47 ......................................................................220
3.8. œÎÇÁÐÉÁь¾Õ 48 «œÎÇÁÐÉÁьν Ñ×ÍĻьÎ× ŒÅ ÌÌÁ Ë»ÍÒÐÁ»....220