|
간판을 설치하려는데 1안 2안선택에 고민이있어요. 여러분의 의견이 궁금합니다.
정문쪽 간판에 이전가게 간판(불들어오는)이 있어서 이걸 활용하려합니다.
[if !supportEmptyParas] [endif]
먼저 1안은
[if !supportEmptyParas] [endif]
1M * 5M 짜리 간판인데 이 것을 아래와같이 주차장 면으로 옮기고
(이렇게하면 양쪽에 50cm씩이 남습니다.)
[if !supportEmptyParas] [endif]
정문에는 이렇게 불 들어오는 간판을 새로 주문해서 설치하는 방법입니다
2안은 정문 방향간판에 이전가게 간판을 한쪽으로 한 다음 나머지에 4m짜리를
설치하는 방법입니다. 아래 국수대가 저 그림처럼 됩니다.
(제가 제작할 간판 색이 국수대가 색처럼 흰색에 글자배경에 글자만 크게크게 있습니다.)
[if !supportEmptyParas] [endif]
그리고 옆면 간판에 50cm씩 안띄우고 딱 맞는 크기로 제작하는 방법입니다.
[if !supportEmptyParas] [endif]
결론은,
1안으로 하게되면 옆면 간판이 딱 맞지않게 되고
2안으로 하게되면 정문 간판이 따로 제작한 것이 약간 티가 납니다. 1안으로 하는게 나을지 2안으로 하는게 나을지 고민입니다.
[if !supportEmptyParas] [endif]
[data-hwpjson]{
"docunemtPr": {
"di": "",
"dp": {
"dn": "test.hwp",
"ta": 1,
"d1": 5,
"d2": 1,
"dv": 0,
"dr": 1,
"do": 1,
"vj": "1.1",
"an": "Hancom Office Hangul",
"av": "11, 0, 0, 2129",
"ao": "WIN",
"ab": "32",
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},
"dis": false,
"ds": {
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{
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{
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},
"st": {
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"ty": 0,
"na": "바탕글",
"en": "Normal",
"pp": "01DA963816D7D73000000030",
"cp": "01DA963816D7B0200000002B",
"ns": "01DA963816D7D73000000031",
"li": 1042,
"lf": false
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},
"mp": { },
"ro": {
"hp": "01DA963816D713E00000000E",
"01DA963816D713E00000000E": {
"np": "01DA963816D713E00000000F",
"id": 0,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
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"ru": [
{
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"ch": [
{
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}
,
{
"cc": 2,
"ci": 1668246628,
"co": "01DA963816D713E000000001"
}
,
{
"t": "간판을 설치하려는데 고민 되는 문제가 있습니다 여러분의 의견이 궁금합니다."
}
]
}
]
},
"01DA963816D713E00000000F": {
"np": "01DA963816D713E000000010",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000010": {
"np": "01DA963816D713E000000011",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "정문쪽 간판에 이전가게 간판(불들어오는)이 있어서 이걸 활용하려합니다. "
}
]
}
]
},
"01DA963816D713E000000011": {
"np": "01DA963816D713E000000012",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000012": {
"np": "01DA963816D713E000000013",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "먼저 "
}
]
}
,
{
"cp": "01DA963816D7B0200000002C",
"ch": [
{
"t": "1안은"
}
]
}
]
},
"01DA963816D713E000000013": {
"np": "01DA963816D713E000000014",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"cc": 11,
"ci": 1735618336,
"co": "01DA963816D713E000000002"
}
,
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000014": {
"np": "01DA963816D713E000000015",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000015": {
"np": "01DA963816D713E000000016",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "1M * 5M 짜리 간판인데 이 것을 아래와같이 주차장 면으로 옮기고"
}
]
}
]
},
"01DA963816D713E000000016": {
"np": "01DA963816D713E000000017",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000017": {
"np": "01DA963816D713E000000018",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"cc": 11,
"ci": 1735618336,
"co": "01DA963816D713E000000004"
}
,
{
"cc": 11,
"ci": 1735618336,
"co": "01DA963816D713E000000006"
}
,
{
"t": ""
}
]
}
]
},
"01DA963816D713E000000018": {
"np": "01DA963816D713E000000019",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "(이렇게하면 양쪽에 50cm씩이 남습니다.)"
}
]
}
]
},
"01DA963816D713E000000019": {
"np": "01DA963816D713E00000001A",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": ""
}
]
}
]
},
"01DA963816D713E00000001A": {
"np": "01DA963816D713E00000001B",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "정문에는 이렇게 불 들어오는 간판을 새로 주문해서 설치하는 방법입니다"
}
]
}
]
},
"01DA963816D713E00000001B": {
"np": "01DA963816D713E00000001C",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"cc": 11,
"ci": 1735618336,
"co": "01DA963816D713E000000008"
}
,
{
"t": ""
}
]
}
]
},
"01DA963816D713E00000001C": {
"np": "01DA963816D713E00000001D",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 4,
"ru": [
{
"cp": "01DA963816D7B0200000002D",
"ch": [
{
"t": "2안은 "
}
]
}
,
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "정문 방향간판에 이전가게 간판을 한쪽으로 한 다음 나머지에 4m짜리를 "
}
]
}
]
},
"01DA963816D713E00000001D": {
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"t": "설치하는 방법입니다. 아래 국수대가 저 그림처럼 됩니다."
}
]
}
]
},
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"pp": "01DA963816D7D73000000030",
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{
"cc": 11,
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{
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"np": "01DA963816D713E000000020",
"id": -2147483648,
"pp": "01DA963816D7D73000000030",
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{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "(제가 제작할 간판 색이 국수대가 색처럼 흰색에 글자배경에 글자만 크게크게 있습니다.)"
}
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}
]
},
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"id": -2147483648,
"pp": "01DA963816D7D73000000030",
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"ru": [
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"ch": [
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"t": "그리고 옆면 간판에 50cm씩 안띄우고 딱 맞는 크기로 제작하는 방법입니다."
}
]
}
]
},
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"id": -2147483648,
"pp": "01DA963816D7D73000000030",
"si": "01DA963816D7D73000000031",
"bf": 0,
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"ch": [
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},
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"bf": 0,
"ru": [
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"ch": [
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"t": "결론은,"
}
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}
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},
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"id": -2147483648,
"pp": "01DA963816D7D73000000030",
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"bf": 0,
"ru": [
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"ch": [
{
"t": "1안으로 하게되면 옆면 간판이 딱 맞지않게 되고"
}
]
}
]
},
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"si": "01DA963816D7D73000000031",
"bf": 0,
"ru": [
{
"cp": "01DA963816D7B0200000002B",
"ch": [
{
"t": "2안으로 하게되면 정문 간판이 따로 제작한 것이 약간 티가 납니다"
}
]
}
]
},
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"id": -2147483648,
"pp": "01DA963816D7D73000000030",
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"bf": 0,
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"cp": "01DA963816D7B0200000002B",
"ch": [
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"t": "아 그리고 2안으로하게되면 원래있던 5m 짜리가 몇 년 된거라 새로 한 4m짜리와 색 밝기 차이는 조금 있다고 합니다"
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