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3 (% class="wikigeneratedid" %)
4 StockM programa turi 2 akcijų modulius: Promo ir Promo2.
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6 (% class="wikigeneratedid" %)
7 Standartiškai, su StockM STD moduliu būna įdiegiamas Promo modulis. Tuo tarpu, modulis PROMO2 yra skirtas įmonėms, kurios dažniau naudoja akcijų funkciją, reikalinga **gilesnė kainų ir atsargų analitika.**
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9 **Promo2 yra papildomai apmokestinamas ir pasirenkamas modulis, aktyvuojamas tik visai StockM programai. **
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11 **Vienu metu galima naudoti tik vieną iš akcijų modulių: Promo arba Promo2.**
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13 == Akcijų modulis PROMO ==
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15 === **Naujos akcijos sukūrimas ir taisyklių nustatymas.** ===
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17 Akcijų modulis skirtas valdyti trumpalaikes akcijas su griežtai apibrėžta data.
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]]
20
21 Prekėms, kurioms planuojama akcija, reikia nustatyti akcijas: Moduliai → Akcijos → spauskite „NAUJAS“.
22
23 [[image:17.jpg]]
24
25
26 * Akcijose valdomas Akcijinis kiekis (AK). AK akcijinio laikotarpio pradžiai įvedamas ranka arba apskaičiuojamas pagal pasirinkto laikotarpio vidutinius pardavimus, vėliau prieš kiekvieną užsakymą perskaičiuojamas, jei yra praėjęs perskaičiavimo uždelsimas (dydį galima nurodyti aprašant akciją).
27 * Akcijoje galima nurodyti papildomą išstatymo kiekį, vadinamą "Saugos kiekis" (SK) - dydis valdomas tik per akcijas, įvedamas ranka ir nesikeičia visą akcijos galiojimo laikotarpį.
28 * AK ir SK yra įtraukiamas į standartinę užsakomo kiekio formulę.
29
30 ~1. __**Bendrieji duomenys**__. Atsidariusioje naujoje akcijoje įrašykite akcijos „galvos“ informaciją („galvoje“ nustatyta informacija bus taikoma visoms prekėms):
31
32 1) Pavadinimą (akcijos pavadinimas turi būti unikalus);
33
34 2) Pradžios datą, kada turi prasidėti akcija (**//!!! data turi būti šiandien ir naujesnė//**);
35
36 3) Pirmą pristatymą iki (jeigu reikia). Kai tiekėjas nespėja į visus padalinius/sandėlius pristatyti prekių per paskutinį vežimą iki akcijos pradžios, padaryta galimybė nurodyti papildomą datą: „Pirmas pristatymas iki“, kuri nurodo iki kada turi būti pristatytas pirmas užsakymas.
37
38 Šią datą vartotojas gali nustatyti rankiniu būdu. Data negali būti tolimesnė nei akcijos pradžios data ir ankstesnė nei šiandien. Jei nebus nurodyta šios datos, prekės bus pristatomos iki akcijos pradžios datos:
39
40 * jei pažymėta varnelė „Pirmas pristatymas iki“, tai laukas datai įvesti matomas;
41 * jei nepažymėta varnelė „Pirmas pristatymas iki“ - laukas datai įvesti nematomas.
42
43 Pradinis AK susiskaičiuoja ir užsirašo paskutiniam užsakymui, kuris spėja atvykti iki nurodytos datos (iki pirmo pristatymo arba iki akcijos pradžios datos).
44
45 4) Merfis. Akcijoje galima įvesti Merfį:
46
47 * pagal nutylėjimą užsirašo 0 (naujoje arba kopijuojamoje akcijoje 0);
48 * su veiksmų pradžia lauko redagavimas užsiblokuoja;
49 * Merfis pridedamas prie pradinio akcijinio kiekio (AK) ir prie AK, perskaičiuojamo su kiekvienu užsakymu akcijoje.
50
51 5) Pradinio akcijinio kiekio (AK) įvedimas/apskaičiavimas (pažymėtas tašku yra aktyvus veiksmas):
52
53 [[image:data:image/png;base64,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]]
54
55 * Kiekis įvedamas ranka - pažymėkite, jei kiekvienai akcijoje dalyvaujančiai prekei norite priskirti AK.
56 * Apskaičiuoti pagal vidutinius pardavimus - pažymėkite, jei visoms akcijoje dalyvaujančioms prekėms norite apskaičiuoti AK pagal vidutinius nurodyto laikotarpio pardavimus.
57
58 6) Perskaičiavimo uždelsimas (dienomis) - AK perskaičiavimo uždelsimas, t.y. nurodytą dienų skaičių nuo akcijos pradžios nebus perskaičiuojamas Akcijinis kiekis.
59
60 [[image:data:image/png;base64,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]]
61
62 7) Pabaigos data - šią dieną baigiasi akcija.
63
64 8) Pastabos - įrašykite norimą informaciją.
65
66
67 2.**__ Akcijos duomenys.__**
68
69 [[image:NewPromotion.png]]
70
71 Nustačius akcijos taisykles, reikia nustatyti sąrašą prekių, kurioms bus taikoma akcija:
72
73 // 1 Būdas.//
74
75 * Viršutinėje akcijos duomenų lango dalyje spauskite mygtuką „Pridėti SKU“ → Filtras: konkreti prekė ir t.t. → sužymėkite varneles ties prekėmis, kurioms bus taikomos taisyklės → spauskite „Pridėti prekę į akciją“.
76
77 * Jei norite įtraukti visas prekes, lango viršuje pažymėkite varnelę, tokiu būdu bus pažymėtos visos prekės.
78
79 * Pasirinktos prekės atsiranda „Akcijos“ lange. Šiame lange galite atsidaryti prekės grafiką, paspaudus ant ikonėlės [[image:ikona2.PNG]].
80
81 * Jei pažymėta, kad AK įvedamas ranka - nepamirškite užpildyti AK reikšmių.
82 * Spauskite "sukurti".
83
84 // 2 Būdas//.
85
86 * Galima prekes į akciją įtraukti excel lentelės pagalba. Parsisiųskite prekių užkėlimo šabloną per mygtuką [[image:ikona3.PNG]]ir išsaugotame excel dokumente užpildykite TIK „GELTONUS“ STULPELIUS //(SKU kodas; Sandėlio kodas)//.
87
88 Jeigu kiekvienai prekei reikės nustatyti Akcijos kiekį (AK) (pažymėta varnelė „Kiekis įvedamas ranka“), tuomet užpildykite stulpelius: Akcijos kiekis; Išstatymo kiekis.
89
90 Jeigu nereikia užpildyti Akcijos kiekio ir Išstatymo kiekio stulpelių, tuomet juos palikite tuščius.
91
92 * Užpildytą lentelę įkelkite į akcijos duomenų langą paspaudus mygtuką „Įkelti failą“.
93
94 Sistema patikrina, ar teisingai užpildyta lentelė. Jei lentelėje yra klaida – sistema atidaro pranešimą, kuriame nurodyta, kurioje lentelės eilutėje yra klaida;
95
96 Jei viskas užpildyta teisingai, lentelė įkeliama į STOCK-M‘ą ir lentelėje pateiktos prekės (ir jų parametrai) atsiranda „Akcijos“ lange (akcijos lange matysite tokį AK ir Saugos kiekį, kurį užpildėte lentelėje).
97
98 * Spauskite „Sukurti“.
99
100 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]]
101
102 //** Jei kuriant akciją klientui, kuris turi daug sandėlių, reikia suvesti daug duomenų, juos galima užkelti/importuoti per formą/šabloną (importuoti duomenis pagal sandėlių lygį)**//
103
104
105
106 * Reikia atsisiųsti užkėlimo formą:
107
108 [[image:data:image/png;base64,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]]
109
110 * Užpildyti laukus ir įkelti failą:
111
112 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]]
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120 Norint pakoreguoti akcijos taisyklę, prekes: Moduliai → Akcijos → spauskite [[image:http://192.168.8.3:8080/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/redaguoti%20piestukas.PNG||alt="redaguoti piestukas.PNG"]] .
121
122 ~1. Neprasidėjus akcijos veiksmams, jokios korekcijos neapribotos. Iki akcijos pradžios galite pakeisti:
123
124 1) Pradžios datą, bet data turi būti naujesnė nei šiandien;
125
126 2) Pirmo pristatymo iki datą;
127
128 3) Pakeisti AK paskaičiavimo formulės reikšmes ir parinktų prekių AK ir Saugos kiekio reikšmes, jei pažymėta, jog kiekis įvedamas ranka.
129
130 * Jei pažymėta, jog kiekis įvedamas ranka, tuomet AK ir saugos kiekio reikšmes galite pakeisti užkeldami duomenis per formą. Parsisiunčiant formą, ji bus užpildyta visomis akcijoje esančiomis prekėmis (jei akcija buvo išsaugota). Išsaugotoje lentelėje pakeiskite AK ir Saugos kiekio reikšmes. Tada importuokite lentelę į StockM‘ą, spauskite „Įkelti failą“, pasirinkite lentelę, kurioje darėte korekcijas.
131
132 4) Pabaigos datą, bet data turi būti naujesnė nei šiandien ir naujesnė nei akcijos pradžios data;
133
134 5) Įterpti naują prekę, kuri dalyvaus akcijoje. Naujai įterptai prekei galioja pradžios data, pabaigos data, veiksmai tokie pat kaip ir kitoms šioje akcijoje dalyvaujančioms prekėms:
135
136 * Naują prekę galite įterpti StockM akcijos lange. Lentelėje, kurioje yra akcijai parinktos prekės, pasirinkite „Pridėti SKU“ → pasirinkite prekę, kurią norite įterpti → spauskite „Pridėti prekę į akciją“. Pasirinkta prekė atsiras bendrame akcijoje dalyvaujančių prekių sąraše. Suraskite naujai įterptą prekę ir įrašykite jai AK ir saugos kiekį (jei nustatyta, jog kiekis įvedamas ranka. Jei kiekis įvedamas ne ranka, tuomet galios AK formulė);
137
138 * Į akciją galima įkelti naują prekę. Akcijoje esančių prekių sąrašą išsisaugoti į excel paspaudus „Atsisiųsti XLSX (užkėlimo formą)“ eksportavimo meniu punkte. Excel lentelės sąrašo apačioje įrašyti norimą įterpti prekę ir užpildyti „Baltus stulpelius“. Excel lentelę įkelti atgal į akciją paspaudus „Įkelti failą“.
139
140 * PASTABA: koreguojamos akcijos lange bus papildomai įkeltos prekės, kurios buvo aprašytos įterptoje excel lentelėje.
141
142 6) Pašalinti prekę iš akcijos. Akcijos lange pažymėkite prekę, kurią norite pašalinti ir spauskite [[image:http://192.168.8.3:8080/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/pasalinti%20preke%20periode.PNG||alt="pasalinti preke periode.PNG"]]. 
143
144 //__Jei norite pašalinti visą akciją - __// pažymėkite visas prekes, spauskite [[image:data:image/png;base64,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]], bus pašalintos visos akcijoje dalyvaujančios prekės.
145
146 2. Prasidėjus akcijai, negalima keisti:
147
148 Negalima keisti “galvos”.
149
150 3. Prasidėjus akcijai, galima keisti:
151
152 1) Galima pridėti prekę.
153
154 2) Galima šalinti prekes akcijos metu.
155
156 3) Galima pašalinti visą akciją.
157
158 4) Galima paankstinti pabaigos datą, bet data turi būti naujesnė nei šiandien ir ne vėlesnė nei akcijos pabaigos data.
159
160 4. Padarius pakeitimus, būtina juos išsaugoti, paspaudus [[image:http://192.168.8.3:8080/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/issaugoti%20mygtukas.PNG||alt="issaugoti mygtukas.PNG"]].
161
162 5. Prekė, kuriai prasidėjusi akcija, paryškinama alyvine spalva (Atsargų lange, užsakymo viduje).
163
164
165
166 === **Naujos akcijos sukūrimas senos akcijos pagrindu.** ===
167
168 Jei reikia nustatyti akciją prekėms, kurioms akcija vyko praeityje ar vyksta šiuo metu, tokią akciją galite sukurti pasinaudodami jau buvusia/esančia akcija.
169
170 ~1. Atsidarę akcijų langą ties akcija, kurią norite nukopijuoti spauskite ikonėlę [[image:http://192.168.8.3:8080/bin/download/VARTOTOJO+VADOVAS+%282018%29/WebHome/kopijuoti%20ikonele.PNG||alt="kopijuoti ikonele.PNG"]]. Sistema sukurs naują akciją (akcijos pavadinime matysite senos akcijos pavadinimą + šios dienos datą) ir į šią akciją bus automatiškai įterptos prekės, kurios dalyvavo ankstesnėje akcijoje.
171
172 2. Iš naujo užpildykite akcijos „galvą“. Jei reikia įterpkite arba pašalinkite prekes ir spauskite „Išsaugoti“.
173
174
175 === **Papildoma informacija.** ===
176
177 • AK yra atvaizduojamas SKU grafike, reikšmė matoma nuo veiksmų pradžios iki veiksmų pabaigos. Piešiama atskira linija. Užvedus ant jos pele,  parodoma kiek yra AK. Išstatymo/Saugos kiekis (SK) rodomas kartu su Saugumo buferiu - užvedus pele ant pilkos buferio spalvos,  parodoma atskiromis reikšmėmis kiek yra Saugumo buferio ir Išstatymo kiekio.
178
179 • SKU grafike parodoma akcijos pradžia ir pabaiga (pradžia žalia vertikalia linija, pabaiga raudona vertikalia linija).
180
181 • Buferis akcijose vertinamas sekančiai:
182
183 ~1. Buferis nedalyvauja apskaičiuojant pradinį AK.
184
185 2. Buferis nedalyvauja perskaičiuojant AK akcijoje. AK perskaičiuojamas akcijoje vertinant pardavimus nuo akcijos pradžios.
186
187 3. Užsakomo kiekio formulėje, kai prekė dalyvauja akcijoje:
188
189 - kai AK>BUF, į užsakymą traukiamas AK, buferis ignoruojamas,
190
191 - kai AK<=BUF, į užsakymą traukiamas BUF, AK ignoruojamas.
192
193 Рanka įvedant pradinį AK nebereikia įvertinti buferio.
194
195 • AK ir SK pasibaigus akcijai išnulinami.
196
197 • Buferis įšaldomas visam akcijos laikotarpiui.
198
199 • Akcijos metu užsakymai formuojami iki AK arba buferio viršaus, priklausomai nuo to, kuri reikšmė didesnė.
200
201 • Akcijinės prekės StockM'e paryškinamos alyvine spalva visuose languose, kur yra matomas SKU (nuo akcijos pradžios iki pabaigos).
202
203 • Persidengiančios akcijos rodomos sisteminiuose įspėjimuose.
204
205 • Akcijos pradžios veiksmai visada įvyksta paskutiniam užsakymui prieš akciją.
206
207 == Akcijų modulis PROMO2 ==
208
209 **Promo2 yra papildomai apmokestinamas ir pasirenkamas modulis, aktyvuojamas tik visai StockM programai. **
210
211 === Akcijų modulio PROMO2 funkcijos ===
212
213 Akcijų PROMO2 modulyje:
214
215 * informaciją apie akcijas galima suvesti iš kliento apskaitos;
216 * akcijos gali būti suvedamos pačiame StockM’e (prekes galima suvesti atskirai arba užkelti prekių sąrašą per šabloną);
217 * kiekviena prekė valdoma atskirai;
218 * sistema vykdys akciją, jei ji bus pažymėta kaip aktyvi;
219 * prekės būvis keičiasi į DTA akcijos pradžioje (jei SKU buvo DTO, NM arba NA akcijos pradžioje bus pakeistas į DTA);
220 * galima nurodyti būvį akcijos pabaigoje. Kai akcija pasibaigs ar bus nutraukta, būvis atsistatys į tą, kuris nurodytas;
221 * akcijoje valdomas Akcijinis kiekis (AK), kurio paskaičiavimui gali būti pasirinktas vienas iš 4 algoritmų:
222 ** rankinis nustatymas – nurodoma rankiniu būdu;
223 ** pagal vidutinius pardavimus iš nurodyto laikotarpio;
224 ** Pagal paskutinę vykusią akciją;
225 *** koeficientas pagal senas akcijas –paskutinės akcijos vidutinius pardavimus padaugina iš šio koeficiento;
226 *** koeficientas pagal datą – tokiu atveju, kai istorijoje programa neranda įvykusių akcijų, skaičiavimas vyksta vidutinius pardavimus dauginant iš koeficiento.
227 ** pagal ankstesnes nukainuotas akcijas. Programa ieško buvusios paskutinės akcijos pagal nurodytą nuolaidos procentą +/- 5%. Radus atitikmenį - naudojami buvusios akcijos pardavimai. Jei neranda atitinkamos paskutinės akcijos, ima pardavimus iš nurodyto laikotarpio.
228 *** jei tokia akcija nerandama, sistema AK skaičiuoja pagal ankstesnes akcijas (pagal paskutinę vykusią akciją);
229 *** koeficientas pagal datą – tokiu atveju, kai neranda įvykusių akcijų, skaičiavimas vyksta vidutinius pardavimus dauginant iš koeficiento.
230 * tiek pirminis, tiek perskaičiuotas Akcijinis kiekis gali būti ribojamas pagal max buferį;
231 * galima nurodyti "Išstatymo kiekio" pabaigos datą - iki kada galios išstatymo kiekis;
232 * prasidėjus akcijai galima keisti išstatymo kiekį bei jo galiojimo laiką;
233 * galima valdyti persidengiančias/susikertančias akcijas. Gali būti taikomos kelios akcijos tai pačiai prekei tuo pačiu metu. Tokiu atveju sistemoje liks aktyvi ta akcija, kuri baigiasi vėliau, o AK sumuosis abiejų akcijų. Persidengiančios akcijos rodomos sisteminiuose įspėjimuose;
234 * yra galimybė nukopijuoti akciją nuo kitos prekės – tokiu atveju nukopijuojamos visos priskirtos buvusios akcijos sąlygos. Nukopijavus, sąlygas galima keisti, nes modulyje PROMO2 kiekviena akcijinė prekė valdoma atskirai;
235 * Neaktyvios akcijos rodomos sisteminiuose įspėjimuose. Neaktyvias akcijas, kurioms numatyti veiksmai anksčiau nei po 3 dienų, reikia patvirtinti arba pašalinti.
236
237 Papildomos funkcijos akcijų modulyje PROMO2:
238
239 * vykstant kelioms akcijoms tuo pačiu metu, akcijų išstatymo kiekiai sumuojami (iki šiol buvo paimamas didesnis išstatymo kiekis);
240 * Galima atnaujinti akcijas (tik tas, kurios jau yra prasidėjusios ir dar nepasibaigusios):
241 ** akcijų parametrų pakeitimus galima atlikti paspaudus naujame stulpelyje [[image:http://wiki.stockm.info/bin/download/NAUJIENOS/WebHome/image-20210225084446-1.png?rev=1.1||alt="image-20210225084446-1.png"]] ikoną su rodyklėm;
242 ** mygtuko Restart selected/Atnaujinti pasirinktas dėka galima atnaujinti daugiau nei vieną pažymėtą akciją;
243 ** po akcijos atnaujinimo pažymėta akcija yra uždaroma, suvykdomi pabaigos veiksmai ir priskiriama pabaigos priežastis – Restarted. Prie akcijos Promo ID pridedamas "RESTARTED ON {DATA}". Tuo pačiu sukuriama nauja akcija su pakeistais parametrais.
244 ** Akcijų lange stulpelyje Restarted/Atnaujinta galima matyti ar akcija buvo atnaujinta.
245
246 [[image:image-20211119162855-1.png||height="240" width="412"]]
247
248 Promo2 modulyje galioja standartinio akcijos modulio funkcijos:
249
250 * akcijoje galima nurodyti papildomą ekspozicinį/išstatymo kiekį – dydis valdomas tik per akcijas, įvedamas ranka ir nesikeičia visą akcijos galiojimo laikotarpį;
251 * buferis nedalyvauja apskaičiuojant pradinį akcijinį kiekį;
252 * buferis įšaldomas  visam akcijos laikotarpiui;
253 * užsakomo kiekio formulė, kai prekė dalyvauja akcijoje:
254 ** kai AK > buferis, į užsakymą traukiamas AK, buferis ignoruojamas;
255 ** kai AK <= buferis, į užsakymą traukiamas buferis, AK ignoruojamas.
256 * AK perskaičiuojamas akcijoje vertinant pardavimus nuo akcijos pradžios;
257 * akcijoje galima nurodyti Merfį. Pagal nutylėjimą įrašomas 0. Su veiksmų pradžia prasidėjus akcijai, lauko redagavimas užblokuojamas. Merfis pridedamas prie pradinio AK ir prie AK, perskaičiuojamo su kiekvienu užsakymu akcijoje;
258 * AK atvaizduojamas prekės grafike nuo akcijos veiksmų pradžios iki pabaigos. Piešiama atskira linija. Užvedus ant jos pele,  parodoma kiek yra AK. Išstatymo/Saugos kiekis (SK) rodomas kartu su Saugumo buferiu - užvedus pele ant pilkos buferio spalvos,  parodoma atskiromis reikšmėmis kiek yra Saugumo buferio ir Išstatymo kiekio.
259 * pradinis AK suskaičiuojamas ir įrašomas paskutiniam užsakymui, kuris spėja atvykti iki nurodytos datos (iki pirmo pristatymo arba iki akcijos pradžios datos);
260 * kol akcija neprasidėjus (veiksmai neprasidėjo) galima keisti nustatymus, parametrus, algoritmą;
261 * yra galimybė nurodyti iki kurios datos pristatyti pirmą užsakymą. Jei datos iki kada pristatyti užsakymą nurodyta nebus, prekės bus pristatomos iki akcijos pradžios datos;
262 * StockM'e, visuose languose kur yra matoma prekė, akcijinės prekės paryškinamos alyvine spalva (nuo akcijos pradžios iki pabaigos);
263 * prekės grafike parodoma akcijos pradžia ir pabaiga (pradžia žalia vertikalia linija, pabaiga raudona vertikalia linija);
264 * galima pašalinti prekę iš akcijos;
265 * galima nurodyti pabaigos veiksmus: pakeisti į OUT mover, pakeisti į CLN mover.(((
266 Šalinant prekę iš akcijos, kol akcija dar aktyvi, OUT ir CLN žymė neuždedama (žymės priskiriamos įmonės mastu, o prekė gali būti šalinama tik iš  konkretaus sandėlio).
267 )))
268
269 === **Naujos akcijos PROMO2 modulyje sukūrimas ir taisyklių nustatymas.** ===
270
271 Vedant akciją rankiniu būdu, prekes suveskite/užkelkite: StockM -> „KITA“ -> „AKCIJOS“ -> „Naujas“
272
273
274 [[image:Naujas.png]]
275
276 Atsidariusiame lange užpildykite laukus:
277
278 **1.Bendrieji duomenys.**
279
280 * Promo ID - akcijos pavadinimas turi būti unikalus;
281 * Aktyvus - akcija gali būti aktyvi arba ne. Sistema vykdys akciją, jei ji bus pažymėta kaip aktyvi;
282 * Pradžios data – akcijos pradžios data. Akcijos (PROMO2) Pabaigos datą galima keisti užkeliant akciją duomenų mainų metu arba pačiame StockM’e. Negalima nurodyti ankstesnės datos nei einama diena.
283 * Pirmas pristatymas iki - kai tiekėjas nespėja į visus padalinius/sandėlius pristatyti prekių per paskutinį vežimą iki akcijos pradžios, nurodykite pristatymo datą iki kada turi būti pristatytas pirmas užsakymas. Pradinis AK suskaičiuojamas ir užrašomas paskutiniam užsakymui, kuris spėja atvykti iki nurodytos datos (iki pirmo pristatymo arba iki akcijos pradžios datos);
284 * AK perskaičiavimo uždelsimas (dienomis) – nurodytą dienų skaičių nuo akcijos pradžios nebus perskaičiuojamas Akcijinis kiekis.
285 * Nuolaida – akcijos nuolaidos procentas;
286 * Merfis – akcijoje galima įvesti Merfio procentą;
287 * Pradinio akcijinio kiekio (AK) įvedimas/apskaičiavimas – pasirinkite vieną iš 4 algoritmų , kokiu būdu apskaičiuoti Akcijinį kiekį (AK):
288 ** 0 (rankinis nustatymas) – nurodoma rankiniu būdu;
289 ** 1 (pagal vidutinius pardavimus) - iš nurodyto laikotarpio;
290 ** 2 (pagal ankstesnеs akcijas) - pagal paskutinę vykusią akciją;
291 *** koeficientas pagal senas akcijas – apskaičiuotus paskutinės akcijos vidutinius pardavimus padaugina iš šio koeficiento;
292 *** koeficientas pagal datą – tokiu atveju, kai neranda įvykusių akcijų, skaičiavimas vyksta vidutinius pardavimus dauginant iš koeficiento.
293 ** 3 (pagal ankstesnes nukainotas akcijas) – programa ieško pagal nurodytą nuolaidos procentą (+/- 5% paskutinės akcijos). Radusi akciją naudoja jos pardavimus. Neradus paskutinės akcijos, ima pardavimus iš nurodyto laikotarpio;
294 *** jei tokia akcija nerandama, sistema AK skaičiuoja pagal ankstesnias akcijas (pagal paskutinę vykusią akciją);
295 *** koeficientas pagal datą – tokiu atveju, kai neranda įvykusių akcijų, skaičiavimas vyksta vidutinius pardavimus dauginant iš koeficiento;
296 * Pabaigos data – akcijos pabaigos data;
297 * Riboti iki max. buferio - jei šita varnelė įjungta, tada akcijinis kiekis, tiek pirminis, tiek perskaičiuotas, bus ribojamas pagal max buferį. Pagal nutylėjimą ši reikšmė - neriboti;
298 * Pabaigos būvis - kai akcija pasibaigs ar bus nutraukta, būvis atsistatys į tą kuris nurodytas šitam stulpelyje;
299 * Išstatymo kiekio pabaiga - data iki kada galios išstatymo kiekis. Pagal nutylėjimą šio kintamojo reikšmė = akcijos pabaigos datai.
300 ** Jeigu šita data anksčiau akcijos veiksmų pradžios, išstatymo kiekis akcijai negalios.
301 ** Jeigu šita data vėliau akcijos pabaigos, išstatymo kiekis visai akcijai galios.
302 ** Jeigu šita data palikta tuščia, išstatymo kiekis visai akcijai galios.
303 * Pextra 1 – papildoma informacija (lauko pavadinimą galima pervadint);
304 * Pextra 2 – papildoma informacija (lauko pavadinimą galima pervadint).
305
306 [[image:promo2_nauja.PNG]]
307
308
309 **2. Akcijos prekių sąrašas**
310
311 Nurodžius akcijos bendruosius duomenis, nurodykite prekes, kurios dalyvaus akcijoje:
312
313 [[image:BendriDuomenys.png]]
314
315
316 //1 būdas.//
317
318 * Spauskite mygtuką „Pridėti SKU“ → Filtras: konkreti prekė ir t.t. → sužymėkite varneles ties prekėmis, kurios dalyvaus akcijoje → spauskite „Pridėti prekę į akciją“.
319
320 Jei norite įtraukti visas prekes, lango viršuje pažymėkite varnelę. Tokiu būdu bus pažymėtos visos prekės.
321
322 * Pasirinktos prekės atsiranda „Akcijos prekių sąrašas“ lange.
323
324 Jei pažymėta, kad AK įvedamas ranka - nepamirškite užpildyti AK reikšmių.
325
326 * Spauskite "sukurti".
327
328 //2 būdas.//
329
330 * Prekes į akciją įtraukti galima excel lentelės pagalba. Parsisiųskite prekių sukėlimo šabloną naudojant mygtuką -> Atsisiųsti XLSX (užsakymo formą) ir išsaugotame excel dokumente užpildykite TIK „GELTONUS“ STULPELIUS (SKU kodas; Sandėlio kodas).
331
332 Jeigu kiekvienai prekei reikės nustatyti Akcijos kiekį (AK), pažymėta varnelė „0 (rankinis nustatymas), tuomet užpildykite stulpelius: Akcijos kiekis; Ekspozicinis kiekis.
333
334 Jeigu Akcijos kiekio ir ekspozicinio kiekio stulpelių užpildyti nereikia, juos palikite tuščius.
335
336 * Užpildytą lentelę įkelkite į akcijos duomenų langą paspaudus mygtuką „Įkelti failą“.
337
338 Jei viskas užpildyta teisingai, lentelė įkeliama į StockM‘ą, o lentelėje “pateiktos prekės” matomos „Akcijos prekių sąrašas“ lange.
339
340 * Spauskite „Sukurti“.
341
342 Sukūrus akciją, prekės matomos „Akcijos“ lange:
343
344 [[image:AkcijosLangas.png]]
345
346 === **PROMO2 taisyklės, prekių koregavimas** ===
347
348 Norint pakoreguoti akcijos parametrus bei prekes: STOCK-M → „Kita“ → „Akcijos“
349
350 *
351 ** Akcija vyks, jei akcija pažymėta, kaip aktyvi.
352 ** Kol akcija neprasidėjo, visos korekcijos galimos. Iki akcijos pradžios galite pakeisti:
353 *** aktyvumą;
354 *** Promo ID (Akcijos pavadinimą);
355 *** pradžios datą;
356 *** pirmo pristatymo iki ... datą;
357 *** perskaičiavimo uždelsimą (dienomis);
358 *** nuolaidos procentą;
359 *** merfio procentą;
360 *** pirminio AK paskaičiavimo algoritmą;
361 *** pabaigos datą;
362 *** ribojimą iki max. buferio;
363 *** pabaigos būvį;
364 *** išstatymo kiekio pabaigą;
365 *** PExtra 1 (Pastaba1);
366 *** PExtra 2 (Pastaba2);
367 *** akcijos kiekį (AK), jei pažymėta, kad kiekis įvedamas ranka;
368 *** еkspozicinį kiekį, jei pažymėta, kad įvedamas ranka;
369
370 Jei pažymėta, jog kiekis įvedamas ranka, AK ir ekspozicinio (išstatymo) kiekio reikšmes galite pakeisti suvesdami duomenis per formą. Parsisiunčiant formą, ji bus užpildyta visomis akcijoje esančiomis prekėmis (jei akcija buvo išsaugota).    Išsaugotoje lentelėje pakeiskite AK ir ekspozicinio kiekio reikšmes. Importuokite lentelę į StockM‘ą: spauskite „Įkelti failą“ ir pasirinkite lentelę, kurioje darėte korekcijas.
371
372 *
373 **
374 *** įterpti naują prekę, kuri dalyvaus akcijoje. Galima  nukopijuoti akciją nuo kitos prekės – tokiu atveju nukopijuojamos visos priskirtos akcijos sąlygos. Nukopijavus, sąlygas galima keisti, nes PROMO2 modulyje akcijinės prekės valdomos kiekviena atskirai.
375 *** pašalinti prekę iš akcijos. Akcijos lange pažymėkite prekę, kurią norite pašalinti ir spauskite „Ištrinti pasirinktas“.
376 ** Akcijos pradžios veiksmai visada įvyksta paskutiniam užsakymui prieš akciją.
377 ** Prasidėjus akcijai, galima keisti:
378 *** galima pridėti prekę;
379 *** galima šalinti prekę;
380 *** galima paankstinti pabaigos datą, bet data turi būti naujesnė nei šiandien ir ne vėlesnė nei akcijos pabaigos data;
381
382 *
383 ** Buferis akcijose vertinamas sekančiai:
384 *** buferis nedalyvauja apskaičiuojant pradinį AK;
385 *** buferis įšaldomas visam akcijos laikotarpiui;
386 *** buferis nedalyvauja perskaičiuojant AK akcijoje. AK akcijoje perskaičiuojamas vertinant pardavimus nuo akcijos pradžios;
387 *** akcijos metu užsakymai formuojami iki AK arba buferio viršaus, priklausomai nuo to, kuri reikšmė didesnė:
388 **** kai AK > buferį, į užsakymą traukiamas AK, buferis ignoruojamas;
389 **** kai AK <= buferį, į užsakymą traukiamas buferis, AK ignoruojamas.
390 ** pasibaigus akcijai, AK ir ekspozicinis kiekis išnulinami.
391
392 == „Kanibalų“ grupės prekės ==
393
394 „Kanibalais“ vadiname prekes, kurios akcijos metu “atiminėja“ viena kitos pardavimus.
395
396 Prekės „Kanibalai“ valdomos taip pat, kaip ir kitos prekės esančios StockM.  Jos turi savo buferį konkrečiame sandėlyje/parduotuvėje/filiale.  Tačiau norint automatiškai suvaldyti tokias prekes akcijos metu,  reikia jas sujungti į grupę:
397
398 * sukurti prekių grupę: Parametrai -> SKU grupės -> Naujas
399
400 [[image:Kanibalai_1.PNG]]
401
402 * nurodyti  grupės pavadinimą;
403 * uždėti varnelę, kad grupė būtu aktyvi;
404 * įvesti „atiminėjimo“ koeficientą (<1). Koeficientas parodo, kiek sumažės užsakomas kiekis prekės, kuri nedalyvauja akcijoje:
405 ** 0 – rodo, kad „kanibalizmo“ nėra;
406 ** 1 – kanibalizmas 100 %, t.y. jei grupėje yra 2 prekės, taikant akciją vienai, ji paima visus kitos prekės pardavimus;
407 ** Pvz: 0,5. Jei pardavimai išauga 10 vnt, tai įvedus koeficientą 0,5 – prekės, kuriai akcija netaikoma pardavimai sumažėja 5 vnt (50 %).
408 * Nurodyti  grupės tipą „Cannibal“;
409
410 [[image:Kanibalai_2.PNG]]
411
412 * Prekėms, kurios „atiminėja“ viena kitos pardavimus priskirti SKU grupę (suvesti į grupę prekes). Paspauskite [[image:piestukas.PNG]], kad galėtumėte nurodyti prekėms grupes;
413
414 [[image:Kanibalai_3.PNG]]
415
416 SKU grupės lange matysit, kiek prekių sujungta į grupę.
417
418 [[image:Kanibalai_4.PNG]]
419
420 * Kai grupė aprašyta, aktyvi, akcijos metu veiksmai vyks automatiškai. Akcijose valdomas akcijinis kiekis (AK). Visi veiksmai prasidės, kai aktyvuosis akcija:
421 ** jei bent viena prekė pateks į akciją, kitoms tos grupės prekėms bus sumažinti užsakymai;
422 ** užsakymo formavimo metu paskaičiuojamas AK akcijinei prekei ir neakcijinėms prekėms atsižvelgiant į nurodytą koeficientą (neakcijinėms prekėms skaičiuojamas neigiamas AK);
423
424 Neigiami AK visoms neakcijinėms prekėms grupėse, kuriose yra aktyvių akcijinių prekių, perskaičiuojami kasdien duomenų mainų metu. Jei grupėje jau nėra akcijinių prekių, AK nunulinami automatiškai.
425
426 *
427 ** Akcijai pasibaigus užsakymai atsistatys, t.y. bus formuojami kaip ir iki akcijos, pagal nustatytą buferį.
428
429
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