第一章彩票行业相关概述
1.1 彩票行业定义及特点
1.1.1 彩票行业的定义
1.1.2 彩票行业产品/服务特点
1.2 彩票彩种类型
1.2.1 即开型
1.2.2 视频型
1.2.3 乐透型
1.2.4 竞猜型
1.3 彩票行业产业链分析
1.3.1 产业链价值
1.3.2 发行环节
1.3.3 设备运营及印刷环节
1.3.4 渠道销售
1.4 互联网彩票行业产业链分析
1.4.1 互联网彩票产业链分析
1.4.2 产业链变革推动作用
1.4.3 产业链投资主体
第二章彩票行业市场特点概述
2.1 行业市场概况
2.1.1 行业市场特点
2.1.2 行业市场化程度
2.1.3 行业利润水平及变动趋势
2.2 进入本行业的主要障碍
2.2.1 资金准入障碍
2.2.2 市场准入障碍
2.2.3 技术与人才障碍
2.2.4 其他障碍
2.3 行业的周期性、区域性
2.3.1 行业周期分析
2.3.2 行业的区域性
2.4 行业与上下游行业的关联性
2.4.1 行业产业链概述
2.4.2 上游产业分布
2.4.3 下游产业分布
第三章2017-2021年中国彩票行业发展环境分析
3.1 彩票行业政治法律环境
3.1.1 行业主管部门分析
3.1.2 行业监管体制分析
3.1.3 行业主要法律法规
3.1.4 相关产业政策分析
3.1.5 行业相关发展规划
3.1.6 政策环境对行业的影响
3.2 彩票行业经济环境分析
3.2.1 宏观经济形势分析
3.2.2 宏观经济环境对行业的影响分析
3.3 彩票行业社会环境分析
3.3.1 彩票产业社会环境
3.3.2 社会环境对行业的影响
第四章全球彩票行业发展概述
4.1 2017-2021年全球彩票行业发展情况概述
4.1.1 全球彩票行业发展现状
4.1.2 全球彩票行业发展特征
4.1.3 全球彩票行业市场规模
4.2 2017-2021年全球主要地区彩票行业发展状况
4.2.1 欧洲彩票行业发展情况概述
4.2.2 美国彩票行业发展情况概述
4.2.3 日韩彩票行业发展情况概述
4.3 2022-2028年全球彩票行业趋势预测分析
4.3.1 全球彩票行业市场规模预测
4.3.2 全球彩票行业趋势预测分析
4.3.3 全球彩票行业发展趋势分析
第五章中国彩票行业发展概述
5.1 中国彩票行业发展状况分析
5.1.1 中国彩票行业发展阶段
5.1.2 中国彩票行业发展总体概况
5.1.3 中国彩票行业发展特点分析
5.2 2017-2021年彩票行业发展现状
彩票业在我国是一个新兴产业,方兴未艾,为促进我国社会公益事业的发展和全社会福利水平的提高发挥了重要作用。2021年,受新冠肺炎疫情以及2021年欧洲杯等因素影响,中国彩票累计销量总体保持较快增长,中国共销售彩票3732.85亿元,同比增加393.35亿元,增长11.8%。
2015-2021年中国彩票销售及增长
![](//m.zentents.com/research/202110/data:image/png;base64,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)
资料来源:财政部、智研咨询整理
5.2.1 2017-2021年中国彩票行业市场规模
5.2.2 2017-2021年中国彩票行业发展分析
5.2.3 2017-2021年中国彩票企业发展分析
5.3 2022-2028年中国彩票行业面临的困境及对策
5.3.1 中国彩票行业面临的困境及对策
1、中国彩票行业面临困境
2、中国彩票行业对策探讨
5.3.2 中国彩票企业发展困境及策略分析
1、中国彩票企业面临的困境
2、中国彩票企业的对策探讨
第六章中国彩票所属行业市场运行分析
6.1 2017-2021年中国彩票所属行业总体规模分析
6.1.1 企业数量结构分析
6.1.2 人员规模状况分析
6.1.3 行业资产规模分析
6.1.4 行业市场规模分析
6.2 2017-2021年中国彩票行业市场供需分析
6.2.1 中国彩票行业供给分析
6.2.2 中国彩票行业需求分析
6.2.3 中国彩票行业供需平衡
6.3 2017-2021年中国彩票所属行业财务指标总体分析
6.3.1 行业盈利能力分析
6.3.2 行业偿债能力分析
6.3.3 行业营运能力分析
6.3.4 行业发展能力分析
第七章中国彩票行业细分市场调研
7.1 中国彩票业产品分类分析
1、按管理机构划分
2、按产品品类划分
3、按使用介质划分
4、销售渠道划分
7.2 中国福利彩票业市场发展分析
7.2.1 福利彩票基本概述
1、福利彩票发行意义
2、福利彩票管理体系
3、福利彩票种类分析
4、福利彩票发行配额
5、福利彩票资金构成
7.2.2 福利彩票市场运行情况
1、福利彩票市场规模分析
2、福利彩票投注终端机规模
3、福利彩票分地区销售情况
7.2.3 各类型福利彩票销售情况
1、乐透数字型
2、即开型
3、视频型
7.3 中国体育彩票业市场发展分析
7.3.1 体育彩票基本概述
1、体育彩票发行意义
2、体育彩票管理体系
3、体育彩票种类分析
4、体育彩票资金构成
5、体育彩票分配原则
7.3.2 体育彩票市场运行情况
1、体育彩票市场规模分析
2、体育彩票投注终端机规模
3、体育彩票分地区销售情况
7.3.3 各类型体育彩票销售情况
1、乐透数字型
2、竞猜型
3、即开型
7.4 按产品品类分类彩票业细分市场调研
7.4.1 中国即开型彩票市场调研
1、即开型彩票构造情况
2、即开型彩票市场规模
3、即开型彩票市场前景
7.4.2 中国乐透数字型彩票市场调研
1、乐透数字型彩票品种情况
2、乐透数字型彩票市场规模
3、乐透数字型彩票市场前景
7.4.3 中国竞猜型彩票市场调研
1、竞猜型彩票发展情况
2、竞猜型彩票项目品种
3、竞猜型彩票市场前景
7.4.4 中国视频型彩票市场调研
1、视频型彩票基本情况
2、视频型彩票市场增速
3、视频型彩票竞争优势
7.5 按销售渠道分类彩票业细分市场调研
7.5.1 传统型彩票
1、传统型彩票基本特征
2、传统型彩票发展现状
3、主力销售渠道-投注站
7.5.2 网络彩票
1、网络彩票简介
2、网络彩票市场规模
3、网络彩票盈利模式
4、行业相关经营企业
5、网络彩票趋势预测
7.5.3 手机彩票
1、手机彩票业务现状
2、手机彩票竞争优势
3、手机彩票面临挑战
4、手机彩票趋势预测
7.6 重点彩票产品简介及分析
7.6.1 双色球
1、彩种简介
2、市场销售情况
7.6.2 超级大乐透
1、彩种简介
2、市场销售情况
7.6.3 竞彩
1、彩种简介
2、市场销售情况
第八章中国彩票行业上、下游产业链分析
8.1 彩票行业产业链概述
8.1.1 产业链定义
8.1.2 彩票行业产业链
8.2 彩票行业主要上游产业发展分析
8.2.1 上游产业发展现状
8.2.2 上游产业供给分析
8.2.3 上游供给价格分析
8.2.4 主要供给企业分析
8.3 彩票行业主要下游产业发展分析
8.3.1 下游(应用行业)产业发展现状
8.3.2 下游(应用行业)产业需求分析
8.3.3 下游(应用行业)主要需求企业分析
8.3.4 下游(应用行业)最具前景产品/行业调研
第九章中国彩票行业市场竞争格局分析
9.1 中国彩票行业竞争格局分析
9.1.1 彩票行业区域分布格局
9.1.2 彩票行业企业规模格局
9.1.3 彩票行业企业性质格局
9.2 中国彩票行业竞争五力分析
9.2.1 彩票行业上游议价能力
9.2.2 彩票行业下游议价能力
9.2.3 彩票行业新进入者威胁
9.2.4 彩票行业替代产品威胁
9.2.5 彩票行业现有企业竞争
9.3 中国彩票行业竞争SWOT分析
9.3.1 彩票行业优势分析(S)
9.3.2 彩票行业劣势分析(W)
9.3.3 彩票行业机会分析(O)
9.3.4 彩票行业威胁分析(T)
第十章中国彩票行业领先企业竞争力分析
10.1 中国彩票发行中心经营分析
10.1.1 深圳市福利彩票发行中心
1、中心发展基本情况
2、中心经营情况分析
3、中心彩票彩种结构
4、中心投注方式分析
10.1.2 南京市福利彩票发行中心
1、中心发展基本情况
2、中心经营情况分析
3、中心彩票彩种结构
4、中心投注方式分析
10.1.3 广州市福利彩票发行中心
1、中心发展基本情况
2、中心经营情况分析
3、中心彩票彩种结构
4、中心投注方式分析
10.1.4 长沙市福利彩票发行中心
1、中心发展基本情况
2、中心经营情况分析
3、中心彩票彩种结构
4、中心投注方式分析
10.1.5 上海市福利彩票发行中心
1、中心发展基本情况
2、中心经营情况分析
3、中心彩票彩种结构
4、中心投注方式分析
10.2 中国彩票业重点网络经销商经营分析
10.2.1 深圳市易讯天空网络技术有限公司
1、企业发展基本情况
2、企业主要业务分析
3、企业经营状况分析
4、企业销售网络分析
5、企业彩票业务合作
6、企业投资前景分析
10.2.2 高德中彩科技有限公司
1、企业发展基本情况
2、企业主要业务分析
3、企业经营状况分析
4、企业销售网络分析
5、企业彩票业务合作
6、企业投资前景分析
10.2.3 北京睿朗阳光网络科技有限公司
1、企业发展基本情况
2、企业主要业务分析
3、企业经营状况分析
4、企业销售网络分析
5、企业彩票业务合作
6、企业投资前景分析
10.2.4 爱波网
1、企业发展基本情况
2、企业主要业务分析
3、企业经营状况分析
4、企业销售网络分析
5、企业彩票业务合作
6、企业投资前景分析
10.2.5 厦门安妮股份有限公司
1、企业发展基本情况
2、企业主要业务分析
3、企业经营状况分析
4、企业销售网络分析
5、企业彩票业务合作
6、企业投资前景分析
第十一章2022-2028年中国彩票行业发展趋势与前景分析
11.1 2022-2028年中国彩票市场趋势预测
11.1.1 2022-2028年彩票市场发展潜力
11.1.2 2022-2028年彩票市场趋势预测展望
11.1.3 2022-2028年彩票细分行业趋势预测分析
11.2 2022-2028年中国彩票市场发展趋势预测
11.2.1 2022-2028年彩票行业发展趋势
11.2.2 2022-2028年彩票市场规模预测
11.2.3 2022-2028年彩票行业应用趋势预测
11.2.4 2022-2028年细分市场发展趋势预测
11.3 2022-2028年中国彩票行业供需预测
11.3.1 2022-2028年中国彩票行业供给预测
11.3.2 2022-2028年中国彩票行业需求预测
11.3.3 2022-2028年中国彩票供需平衡预测